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    <title>곰돌이 놀이터</title>
    <link>https://helloworld-88.tistory.com/</link>
    <description></description>
    <language>ko</language>
    <pubDate>Tue, 14 Apr 2026 14:13:06 +0900</pubDate>
    <generator>TISTORY</generator>
    <ttl>100</ttl>
    <managingEditor>달나라 곰돌이</managingEditor>
    <image>
      <title>곰돌이 놀이터</title>
      <url>https://tistory1.daumcdn.net/tistory/2922198/attach/32c34219249c4027b3eb772e94e5cc77</url>
      <link>https://helloworld-88.tistory.com</link>
    </image>
    <item>
      <title>[잡동사니] 티스토리  스킨 편집</title>
      <link>https://helloworld-88.tistory.com/378</link>
      <description>&lt;p data-ke-size=&quot;size16&quot;&gt;모바일 관리화면에서 실수로 스킨을 변경하는 일이 자주 발생.. 추후에도 실수로 스킨을 변경하였을때 HTML 파일과 함께 그동안 추가/변경했던 CSS 가 초기화되는 불상사를 막기 위해 변경한 소스의&amp;nbsp; 저장이 필요함 (화면을 변경할 때마다 갱신이 필요)&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;메인화면&lt;/h3&gt;
&lt;pre id=&quot;code_1601129883624&quot; class=&quot;html xml&quot; data-ke-language=&quot;html&quot; data-ke-type=&quot;codeblock&quot;&gt;&lt;code&gt;/*  메인화면의 변경된 소스 기입 */
&lt;/code&gt;&lt;/pre&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;뷰화면&lt;/h3&gt;
&lt;pre id=&quot;code_1601129828666&quot; class=&quot;html xml&quot; data-ke-language=&quot;html&quot; data-ke-type=&quot;codeblock&quot;&gt;&lt;code&gt;/* 문단모양의 인용부분 line-height 와 margin 값 줄임 */
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}&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;</description>
      <category>잡동사니</category>
      <author>달나라 곰돌이</author>
      <guid isPermaLink="true">https://helloworld-88.tistory.com/378</guid>
      <comments>https://helloworld-88.tistory.com/378#entry378comment</comments>
      <pubDate>Sat, 26 Sep 2020 23:16:25 +0900</pubDate>
    </item>
    <item>
      <title>[Linux] VI/VIM 단축키, 명령어 정리</title>
      <link>https://helloworld-88.tistory.com/377</link>
      <description>&lt;p style=&quot;text-align: left;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock floatRight&quot; data-origin-width=&quot;0.0&quot; data-origin-height=&quot;0.0&quot; width=&quot;319&quot; height=&quot;NaN&quot; data-ke-mobilestyle=&quot;widthContent&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/BXqtc/btqKgFyPrNA/8KeYnOkKHoK1Ocpbhu7rg0/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/BXqtc/btqKgFyPrNA/8KeYnOkKHoK1Ocpbhu7rg0/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/BXqtc/btqKgFyPrNA/8KeYnOkKHoK1Ocpbhu7rg0/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FBXqtc%2FbtqKgFyPrNA%2F8KeYnOkKHoK1Ocpbhu7rg0%2Fimg.png&quot; data-origin-width=&quot;0.0&quot; data-origin-height=&quot;0.0&quot; width=&quot;319&quot; height=&quot;NaN&quot; data-ke-mobilestyle=&quot;widthContent&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;p style=&quot;text-align: left;&quot; data-ke-size=&quot;size16&quot;&gt;리눅스의 대표적인 에디터로 vi편집기 (또는 vim편집기)가 있으며, &amp;nbsp;명령어에 대해 정리를 하려고 한다.&amp;nbsp; vim 에디터는 vi iMproved 의 약자로 기능상 약간의 차이가 있을뿐 다르지 않으며 리눅스에서는 vi를 입력하든 vim을 입력하든 둘 다 vim에디터를 실행시켜준다.&lt;/p&gt;
&lt;p style=&quot;text-align: left;&quot; data-ke-size=&quot;size16&quot;&gt;처음에는 단축키를 익혀야 하기 때문에 진입장벽이 높은 편이지만, 익숙해지기만 한다면 마우스로 하나하나 클릭하는것이 아닌 단축키만으로 모든 작업이 가능하기 때문에 더욱 더 빠르게 작업이 가능하다는 장점을 가진다.&lt;/p&gt;
&lt;p style=&quot;text-align: left;&quot; data-ke-size=&quot;size16&quot;&gt;또 텍스트 문서를 보거나 수정할 뿐만 아니라 리눅스에서 직접 코딩이 필요한 경우도 있을 수 있기 때문에 모든 단축키를 외우지는 못하더라도 어떤 단축키가 있는지 정도는 익혀야 할 것 같아서 정리를 해두려고 한다.&lt;/p&gt;
&lt;h3 style=&quot;text-align: left;&quot; data-ke-size=&quot;size23&quot;&gt;단축키/명령어&lt;/h3&gt;
&lt;blockquote data-ke-style=&quot;style2&quot;&gt;실행&lt;/blockquote&gt;
&lt;table style=&quot;border-collapse: collapse; width: 100%; height: 140px;&quot; data-ke-style=&quot;style11&quot;&gt;
&lt;tbody&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;명령어&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;동작&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;vi file&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;file 열기&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;vi file1 file2&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;file1과 file2를 순서대로 열기&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;view file / vi -R file&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;file을 읽기모드로 열기&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;vi + file&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;file을 열고 커서를 본문의 마지막 줄에 위치 시킴&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;vi +n file&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;file을 열어 n번째 줄에 위치 시킴&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;vi -r file&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;손상된 파일 회복&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p style=&quot;text-align: left;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;blockquote data-ke-style=&quot;style2&quot;&gt;저장 및 종료&lt;/blockquote&gt;
&lt;table style=&quot;border-collapse: collapse; width: 100%; height: 100px;&quot; data-ke-style=&quot;style11&quot;&gt;
&lt;tbody&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;명령어&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;동작&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;:w&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;저장하기&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;:wq&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;저장 후 종료&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;:q&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;저장하지 않고 종료&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;:q!&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;변경된 내용을 저장하지 않고 강제로 종료&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p style=&quot;text-align: left;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;blockquote data-ke-style=&quot;style2&quot;&gt;입력모드 전환&lt;/blockquote&gt;
&lt;table style=&quot;border-collapse: collapse; width: 100%; height: 160px;&quot; data-ke-style=&quot;style11&quot;&gt;
&lt;tbody&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;명령어&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;동작&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;i&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;커서의 위치에서 입력모드로 전환&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;I&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;커서가 위치한 줄의 맨 앞에서 입력모드로 전환&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;a&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;커서가 위치한 다음 칸에서 입력모드로 전환&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;A&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;커서가 위치한 &lt;span style=&quot;color: #333333;&quot;&gt;줄&lt;/span&gt;의 맨 마지막에서 입력모드로 전환&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;o&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;커서가 위치한 &lt;span style=&quot;color: #333333;&quot;&gt;줄&lt;/span&gt;의 아래에 빈 줄 삽입&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;O&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;커서가 위치한 &lt;span style=&quot;color: #333333;&quot;&gt;줄&lt;/span&gt;의 위에 빈 줄 삽입&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;R&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;수정모드로 전환&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p style=&quot;text-align: left;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;blockquote data-ke-style=&quot;style2&quot;&gt;커서이동&lt;/blockquote&gt;
&lt;table style=&quot;border-collapse: collapse; width: 100%; height: 460px;&quot; data-ke-style=&quot;style11&quot;&gt;
&lt;tbody&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;명령어&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;동작&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;w&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;다음 단어의 끝 부분으로 커서 이동&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;e&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;다음 단어 앞 부분으로 커서 이동&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;b&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;이전 단어로 이동&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;^, &lt;span style=&quot;color: #333333;&quot;&gt;0&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;줄의 처음으로 이동&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;$&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;줄의 마지막으로 이동&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;H&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;화면 맨 위로 이동&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;M&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;화면 중간으로 이동&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;L&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;화면 맨 아래로 이동&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;G&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;글의 맨 밑으로 이동&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;&lt;span style=&quot;color: #333333;&quot;&gt;nG&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;n번째 &lt;span style=&quot;color: #333333;&quot;&gt;줄&lt;/span&gt;로 이동&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;&lt;span style=&quot;color: #333333;&quot;&gt;&lt;span style=&quot;color: #333333;&quot;&gt;n%&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;n퍼센트에 해당하는 위치로 이동&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;&lt;span&gt;[shift] + &amp;uarr;&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;한 페이지 앞으로 이동&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;&lt;span&gt;[shift] + &amp;darr;&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;한 페이지 뒤로 이동&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;&lt;span style=&quot;color: #333333;&quot;&gt;[Ctrl] + i&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;한 화면 위로 이동&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;[Ctrl] + b&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;한 화면 아래로 이동&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;&lt;span style=&quot;color: #333333;&quot;&gt;[Ctrl] + d&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;반 화면 위로 이동&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;&lt;span style=&quot;color: #333333;&quot;&gt;&lt;span style=&quot;color: #333333;&quot;&gt;[Ctrl] + u&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;반 화면 아래로 이동&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;&lt;span style=&quot;color: #333333;&quot;&gt;&lt;span style=&quot;color: #333333;&quot;&gt;[Ctrl] + &lt;span style=&quot;color: #333333;&quot;&gt;e&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;&lt;span style=&quot;color: #333333;&quot;&gt;한 줄 위로 이동&lt;/span&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;&lt;span style=&quot;color: #333333;&quot;&gt;&lt;span style=&quot;color: #333333;&quot;&gt;[Ctrl] + y&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;한 줄 아래로 이동&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p style=&quot;text-align: left;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;blockquote data-ke-style=&quot;style2&quot;&gt;복사 및 붙여넣기&lt;/blockquote&gt;
&lt;table style=&quot;border-collapse: collapse; width: 100%;&quot; data-ke-style=&quot;style11&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;명령어&lt;/td&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;동작&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;yy&lt;/td&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;현재 커서가 위치한 &lt;span style=&quot;color: #333333;&quot;&gt;줄&lt;/span&gt;을 버퍼로 복사&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;p&lt;/td&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;버퍼에 복사되어있는 내용을 커서 뒤에 삽입&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;P&lt;/td&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;버퍼에 복사되어있는 내용을 커서 앞에 삽입&lt;span style=&quot;color: #333333;&quot;&gt;( shift + p )&lt;/span&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;&lt;span style=&quot;color: #333333;&quot;&gt;n&lt;/span&gt;y&lt;/td&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;현재 커서가 위치한 &lt;span style=&quot;color: #333333;&quot;&gt;줄&lt;/span&gt;에서부터 아래로 n줄 복사&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;:n1, n2y&lt;/td&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;n1~n2번째줄을 버퍼로 복사&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;:npu&lt;/td&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;n행에 버퍼에 복사되어있는 내용을 삽입&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;d&lt;/td&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;현재 커서가 위치해있는 단어 복사&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;nyy&lt;/td&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;현재 커서에서 부터 n만큼의 행 복사&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p style=&quot;text-align: left;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;blockquote data-ke-style=&quot;style2&quot;&gt;삭제&lt;/blockquote&gt;
&lt;table style=&quot;border-collapse: collapse; width: 100%;&quot; data-ke-style=&quot;style11&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;명령어&lt;/td&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;동작&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;x&lt;/td&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;현재 커서가 위치한 문자 삭제&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;dw&lt;/td&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;단어 삭제&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;dd&lt;/td&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;현재 커서가 위치한 &lt;span style=&quot;color: #333333;&quot;&gt;줄&lt;/span&gt; 삭제&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;&lt;span style=&quot;color: #333333;&quot;&gt;n&lt;/span&gt;dd&lt;/td&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;현재 커서에서 부터 &lt;span style=&quot;color: #333333;&quot;&gt;n&lt;/span&gt;만큼의 &lt;span style=&quot;color: #333333;&quot;&gt;줄&lt;/span&gt; 삭제&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;&lt;span&gt;d + &amp;uarr;&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;현재 커서가 위치한 줄의 위로 2줄 삭제&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;&lt;span&gt;d + &amp;darr;&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;현재 커서가 위치한 줄의 아래로 2줄 삭제&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;&lt;span&gt;D&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;한줄 내에서 커서의 위치 뒤로 모두 삭제&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;u&lt;/td&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;바로 전에 수행한 명령 취소&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p style=&quot;text-align: left;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;blockquote data-ke-style=&quot;style2&quot;&gt;문자열 찾기&lt;/blockquote&gt;
&lt;table style=&quot;border-collapse: collapse; width: 100%; height: 60px;&quot; data-ke-style=&quot;style11&quot;&gt;
&lt;tbody&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;명령어&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;동작&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;/name&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;name 문자열 찾기&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;n&lt;/td&gt;
&lt;td style=&quot;width: 50%;&quot;&gt;다음 name으로 이동( 아래로 검색 )&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;N&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;이전 name으로 이동( 역방향, 위로 검색 )&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p style=&quot;text-align: left;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;blockquote data-ke-style=&quot;style2&quot;&gt;문자열 대체&lt;/blockquote&gt;
&lt;table style=&quot;border-collapse: collapse; width: 100%;&quot; data-ke-style=&quot;style11&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 48.2558%;&quot;&gt;명령어&lt;/td&gt;
&lt;td style=&quot;width: 51.7442%;&quot;&gt;동작&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 48.2558%;&quot;&gt;&lt;span&gt;:s/str/rep&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;width: 51.7442%;&quot;&gt;&lt;span&gt;현재 &lt;span style=&quot;color: #333333;&quot;&gt;줄&lt;/span&gt;의 str을 rep로 대체&lt;/span&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 48.2558%;&quot;&gt;&lt;span&gt;:l,.s/str/rep/&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;width: 51.7442%;&quot;&gt;&lt;span&gt;1부터 현재 &lt;span style=&quot;color: #333333;&quot;&gt;줄&lt;/span&gt;의 str을 rep로 대체&lt;/span&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 48.2558%;&quot;&gt;&lt;span&gt;:%s/str/rep/g&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;width: 51.7442%;&quot;&gt;&lt;span&gt;파일 전체 str을 rep로 전부 대체&lt;/span&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 48.2558%;&quot;&gt;&lt;span&gt;:.$/aaa/bbb&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;width: 51.7442%;&quot;&gt;&lt;span&gt;커서의 위치로부터 파일의 끝까지 있는 모든 aaa를 bbb로 대체&lt;/span&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p style=&quot;text-align: left;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;blockquote data-ke-style=&quot;style2&quot;&gt;기타&lt;/blockquote&gt;
&lt;table style=&quot;border-collapse: collapse; width: 100%; height: 99px;&quot; data-ke-style=&quot;style11&quot;&gt;
&lt;tbody&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;명령어&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;동작&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;&lt;span&gt;:set nu&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;&lt;span&gt;&lt;span style=&quot;color: #333333;&quot;&gt;줄&lt;/span&gt;&amp;nbsp;번호 보여주기&lt;/span&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 19px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 19px;&quot;&gt;&lt;span&gt;&lt;span&gt;:set nonu&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 19px;&quot;&gt;&lt;span&gt;&lt;span style=&quot;color: #333333;&quot;&gt;줄&lt;/span&gt;&amp;nbsp;번호 보여주기 취소&lt;/span&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;&lt;span&gt;&lt;span&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;&lt;span&gt;바로 전에 실행한 명령어 재 실행&lt;/span&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 20px;&quot;&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;&lt;span&gt;[ctrl] + l&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;width: 50%; height: 20px;&quot;&gt;&lt;span&gt;불필요한 화면 정리후 다시 표시&lt;/span&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description>
      <category>운영체제 (Operating System)/Linux</category>
      <author>달나라 곰돌이</author>
      <guid isPermaLink="true">https://helloworld-88.tistory.com/377</guid>
      <comments>https://helloworld-88.tistory.com/377#entry377comment</comments>
      <pubDate>Sat, 26 Sep 2020 11:13:46 +0900</pubDate>
    </item>
    <item>
      <title>[React] 내가 React를 선택한 이유</title>
      <link>https://helloworld-88.tistory.com/350</link>
      <description>&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;figure class=&quot;imageblock widthContent&quot; data-image-src=&quot;https://k.kakaocdn.net/dn/cbp90s/btqHenacfV4/IXN9PXPgKc4bx6f8MtwBx1/img.png&quot; data-origin-width=&quot;0.0&quot; data-origin-height=&quot;0.0&quot; data-ke-mobilestyle=&quot;widthContent&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/cbp90s/btqHenacfV4/IXN9PXPgKc4bx6f8MtwBx1/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/cbp90s/btqHenacfV4/IXN9PXPgKc4bx6f8MtwBx1/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/cbp90s/btqHenacfV4/IXN9PXPgKc4bx6f8MtwBx1/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2Fcbp90s%2FbtqHenacfV4%2FIXN9PXPgKc4bx6f8MtwBx1%2Fimg.png&quot; data-image-src=&quot;https://k.kakaocdn.net/dn/cbp90s/btqHenacfV4/IXN9PXPgKc4bx6f8MtwBx1/img.png&quot; data-origin-width=&quot;0.0&quot; data-origin-height=&quot;0.0&quot; data-ke-mobilestyle=&quot;widthContent&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;나는 개발 트렌드를 구직사이트를 통해 얻고는 한다. 특히, 개발자 모집공고의 지원자격 서치를 통해 웹 개발 환경의 발전에 따른 개발 트렌드의 변화에 주목하는 편인데 이러한 트렌드의 변화중 한가지로 어느 순간부터 프론트엔드 개발자 자격요건이 &lt;b&gt;'Jquery 라이브러리 사용가능자'&lt;/b&gt; 에서 &lt;b&gt;'Angular, React, Vue 등의 라이브러리, 프레임워크 경험 및 가능자'&lt;/b&gt;로 급격히 바뀌기 시작하더니 현재는 많은 기업에서 요구하는 스펙이 되었다는 것이다.&lt;br&gt;&lt;br&gt;이처럼 컴퓨터 엔지니어링 분야의 변화가 굉장히 다이나믹 하여 매년 끊임없이 새로운 언어들이 쏟아져 나오고 있고 기존 언어의 문제점들을 보강하며 새로운 방법론의 제시와 함께 업데이트가 이루어지고 있는데 그만큼 기존의 많은 언어나 기술들이 뒤쳐지며 사라지기도 한다.&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;때문에 우리는 트렌드를 따르는 직업을 가진만큼 트렌드에 민감해져야 할 필요가 있으므로, 이번 포스트를 통해 &lt;b&gt;프론트엔드 프레임워크의 필요성&lt;/b&gt;과 프론트엔드 프레임워크중에서도 &lt;b&gt;React 를 선택한 이유&lt;/b&gt;에 대해 정리를 해보려고 한다.&amp;nbsp;&lt;/p&gt;&lt;h3 data-ke-size=&quot;size23&quot; style=&quot;text-align: left;&quot;&gt;프론트엔드 라이브러리, 프레임워크의 등장&lt;/h3&gt;&lt;blockquote data-ke-style=&quot;style2&quot;&gt;더욱 동적이고 복잡해진 웹 페이지&lt;/blockquote&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;모든 웹 페이지를 만들기 위해서 굳이 프론트엔드 라이브러리를 사용해야 할 필요는 없다. 단순히 HTML과 CSS, 그리고 순수 자바스크립트 만으로도 웹 페이지를 얼마든지 제작할 수 있다. 특히, 정적 페이지를 만드는 것이 목적이라면 프론트엔드 라이브러리나 프레임워크의 도움은 필요하지 않을것이다.&lt;br&gt;&lt;br&gt;하지만 요즘의 웹은 정적이고 단순한 페이지가 아니다. 웹 앱 혹은 웹 어플리케이션이라 불릴 정도로 복잡하고 동적이 되었다.&amp;nbsp;이처럼 복잡하고 동적인 웹 페이지가 늘이나고 웹의 크기가 커지자, 자바스크립트 파일의 관리가 어려워졌고, 이를 효율적으로 관리하기 위해 backbone.js와 같은 라이브러리가 등장하며 자바스크립트 파일의 조직적 관리가 용이해졌지만 이러한 웹 어플리케이션에서 UI를 동적으로 나타내기 위해서는 복잡하고 많은 상태를 관리해야 하는 부담이 생겼다. 그 원인으로 웹 페이지는 모든 페이지마다 HTML, CSS, Javascript 파일을 각기 가지고 있어야 했고, 따라서 페이지 간 이동을 할 때마다 HTML, CSS, Javascript 파일을 서버와 주고받아야 하기 때문에 속도가 느릴 수 밖에 없었다.&lt;br&gt;&lt;br&gt;이때&amp;nbsp;&lt;b&gt;SPA&lt;/b&gt;(Single Page Application)가 등장하게 되는데 SPA는&amp;nbsp;HTML,&amp;nbsp;CSS,&amp;nbsp;Javascript&amp;nbsp;파일을&amp;nbsp;최초&amp;nbsp;1회만&amp;nbsp;로드하고,&amp;nbsp;이후에는&amp;nbsp;자바스크립트&amp;nbsp;파일을&amp;nbsp;통해&amp;nbsp;DOM&amp;nbsp;또는&amp;nbsp;필요한&amp;nbsp;HTML&amp;nbsp;파일을&amp;nbsp;조작하는&amp;nbsp;방식을&amp;nbsp;말한다. 이는 서버로부터 완전한 새로운 페이지를 불러오지 않고, jsp파일 없이 index.html파일 하나에서 js, css등 리소스 파일들과 모듈들을 로드해서 페이지 이동 없이 특정영역만 새로 모듈을 호출하고 데이터를 바인딩하는 개념이다.&lt;br&gt;&lt;br&gt;이처럼 웹의 발전과 함께 SPA 개발을 위한 ES6, Node.js와 npm 그리고 webpack, Babel과 &lt;b&gt;Angular, React, Vue&lt;/b&gt;와 같은 프론트 라이브러리, 프레임워크가 등장하게 되었다.&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;라이브러리, &lt;/span&gt;프레임워크 차이&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&lt;a href=&quot;https://helloworld-88.tistory.com/45&quot; target=&quot;_blank&quot;&gt;2018/07/26 - [기본 개발 지식] - [기본] 플랫폼, 프레임워크, 라이브러리의, API 의 이해&lt;/a&gt;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;blockquote data-ke-style=&quot;style2&quot;&gt;프론트엔드 라이브러리, 프레임워크(앵귤러, 리액트, 뷰)의 등장&lt;/blockquote&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;작성중..&lt;/p&gt;&lt;h3 data-ke-size=&quot;size23&quot; style=&quot;text-align: left;&quot;&gt;리액트란&lt;/h3&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;리액트는 페이스북이 만든 사용자 인터페이스(UI) 개발을 위한 라이브러리로 UI 컴포넌트를 만들어 캡슐화를 시켜주기 때문에 재사용성이 높고 한가지 작업만 하기 때문에 단순하고, 다양한 자바스크립트 프레임워크나 라이브러리와 함께 사용도 가능하다. 따라서 기존 코드를 모두 바꿀 필요없이 필요한 부분에서만 조금씩 리액트를 사용할 수도 있다.&amp;nbsp; &lt;br&gt;&lt;br&gt;특히&amp;nbsp;리액트는&amp;nbsp;기존의&amp;nbsp;라이브러리나&amp;nbsp;프레임워크와&amp;nbsp;달리&amp;nbsp;MVC&amp;nbsp;패턴이&amp;nbsp;아닌&amp;nbsp;그&amp;nbsp;중에서도&amp;nbsp;View에만&amp;nbsp;집중한&amp;nbsp;라이브러리인데,&amp;nbsp;MVC의&amp;nbsp;특성상&amp;nbsp;확장이&amp;nbsp;어렵고&amp;nbsp;거대한&amp;nbsp;시스템에&amp;nbsp;어울리지&amp;nbsp;않다고&amp;nbsp;결론을&amp;nbsp;내린&amp;nbsp;페이스북이&amp;nbsp;이처럼&amp;nbsp;결정을&amp;nbsp;내린&amp;nbsp;것이다.&amp;nbsp;이유는&amp;nbsp;모델(Model)과&amp;nbsp;뷰(View)의&amp;nbsp;수가&amp;nbsp;가&amp;nbsp;커지고&amp;nbsp;양방향&amp;nbsp;데이터&amp;nbsp;플로우&amp;nbsp;일수록&amp;nbsp;더욱&amp;nbsp;복잡해져&amp;nbsp;디버깅과&amp;nbsp;코드를&amp;nbsp;이해하기&amp;nbsp;어려워지기&amp;nbsp;때문에&amp;nbsp;MVC는&amp;nbsp;작은&amp;nbsp;앱&amp;nbsp;개발&amp;nbsp;시&amp;nbsp;활용도가&amp;nbsp;더&amp;nbsp;높다는&amp;nbsp;것이다.&amp;nbsp;이에&amp;nbsp;좀&amp;nbsp;더&amp;nbsp;예측이&amp;nbsp;가능하도록&amp;nbsp;코드를&amp;nbsp;구조화&amp;nbsp;하기&amp;nbsp;위해&amp;nbsp;단방향&amp;nbsp;시스템&amp;nbsp;아키텍쳐인&amp;nbsp;Flux를&amp;nbsp;제안하게&amp;nbsp;되었다.&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;blockquote data-ke-style=&quot;style2&quot;&gt;리액트를 사용하는 이유?&lt;/blockquote&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;복잡하고&amp;nbsp;동적인&amp;nbsp;웹&amp;nbsp;어플리케이션에서&amp;nbsp;UI를&amp;nbsp;동적으로&amp;nbsp;나타내기&amp;nbsp;위해서는&amp;nbsp;많은&amp;nbsp;상태를&amp;nbsp;관리해야&amp;nbsp;하는&amp;nbsp;부담이&amp;nbsp;생긴다. &lt;br&gt;&lt;br&gt;만약에 프로젝트 규모가 크고 다양한 UI와의 상호작용이 필요하다면 DOM 요소 하나하나를 직접 관리하고 복잡하게 늘어진 코드를 리팩토링 하는 것은 점점 힘들게 될 것이고 또한 이러한 복잡한 SPA에서는 DOM 조작이 많이 발생면 매번 브라우저가 연산을 해야 하므로 전체적인 프로세스가 비효율적이 되기 쉽다. &lt;br&gt;&lt;br&gt;하지만 React의 Virtual DOM을 사용한다면, 실제 DOM에 적용시키기 전 가상의 DOM을 만들어 적용시키고, 최종 완성된 결과만을 실제 DOM으로 전달한다. 이를 통해 브라우저가 진행하는 연산의 양을 줄일 수 있어 성능이 개선된다. Virtual DOM은 렌더링도 되지 않기 때문에 연산 비용이 적다. 모든 변화를 Virtual DOM을 통해 묶고 이를 실제 DOM으로 전달하여 브라우저 전체를 새로고침 하지 않고도 컨텐츠를 빠르게 변경할 수 있다. 뿐만 아니라 React를 사용하면 사용자와 상호작용할 수 있는 interactive한 UI를 쉽게 만들 수 있고 기능과 UI 구현에 집중하고 불필요한 주의력 분산을 줄일 수 있게 된다.&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;blockquote data-ke-style=&quot;style2&quot;&gt;리액트 특징&lt;/blockquote&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&lt;b&gt;■&amp;nbsp;&lt;/b&gt;자바스크립트 기반&lt;/b&gt; &lt;br&gt;리액트는 자바스크립트 기반으로 별도의 프레임워크를 배울 필요가 없으며 자바스크립트를 그대로 활용하면 된다. 앵귤러(Angular)또는 뷰(Vue)처럼 다른 언어를 배울 필요가 없기 때문에 자바스크립트와 HTML을 조금 아는 정도로도 개발이 가능하다.&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&lt;b&gt;■&amp;nbsp;&lt;/b&gt;선언형&lt;/b&gt; &lt;br&gt;사용자 인터페이스를 만들때 쉽고 간결하게 해준다. 애플리케이션 안에서 각각 상태에 따른 디자인 뷰와 연결된 데이터가 변경되면, 이에 맞는 컴포넌트들을 올바르게 랜더링해 화면 구성을 해준다. 이 처럼 선언형의 화면뷰는 예측 가능한 코드 및 쉬운 디버깅을 하게 해준다.&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&lt;b&gt;■&amp;nbsp;&lt;/b&gt;가상 DOM (Virtual DOM)&lt;/b&gt; &lt;br&gt;DOM Tree와 같은 구조체를 Virtual DOM으로 가진다. 'diffing'알고리즘을 통해 문서의 변화를 확인, 'Recomfillation' 진행으로 부분 조작이 가능하다. 무엇보다 DOM을 직접 조작하는 것이 아니라 In-memory의 가상 DOM을 조작하기 때문에 효율적이라고 빠르다.&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&lt;b&gt;■&amp;nbsp;&lt;/b&gt;컴포넌트 (Components)&lt;/b&gt; &lt;br&gt;요소라고 하는 컴포넌트 별로 나누어 개발이 가능하다. 또 이렇게 개발한 것을 다른 곳에 활용할 수도 있다. 또 자바스크립트와 JSX를 조금 사용할 줄 안다면 간단하게 구현이 가능한데 이 때문에 개발을 쉽게 하고 유지보수를 하는데도 큰 장점이다.&amp;nbsp;&amp;nbsp;(*JSX란? 리액트로 HTML을 개발하는 방법, 매우 간단하며 쉽다.) 상태를 관리하는 컴포넌트들을 캡슐화해 빌드한 후 그 컴포넌트들을 복잡한 UI로 조합하여 구성이 가능한데, 컴포넌트 로직은 자바스크립트로 구성이 되어있어 애플리케이션을 통한 대량 데이터를 전송가능하게 하고 DOM의 외부상태를 쉽게 유지할 수도 있다.&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&lt;b&gt;■&amp;nbsp;&lt;/b&gt;단방향 데이터플로우&lt;/b&gt; &lt;br&gt;데이터가 UI로 흐르는 구조이며, 데이터가 변했을때 UI가 업데이트 된다. 하지만 단방향이므로, UI쪽에서 데이터를 변화시키는 것은 불가능하다. 즉 데이터가 변하게 되면 UI는 변화된 새로운 데이터와 함께 업데이트 된다. 앵귤러(Angular)와 비교하면 앵귤러의 경우는 양방향 데이터플로우이며, 이와는 반대로 데이터를 관리하는 컴포넌트가 있고 데이터를 UI컴포넌트에 전달하는 단순한 데이터 흐름으로 이해해 쉽고 편리하게 구현 가능하다.&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;blockquote data-ke-style=&quot;style2&quot;&gt;장점&lt;/blockquote&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;■ C&lt;b&gt;omponent를 사용해서 효율적으로 재사용이 가능하고 높고 유지보수가 용이&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;br&gt;&lt;/b&gt;Component는&amp;nbsp;UI를&amp;nbsp;구성하는&amp;nbsp;개별적인&amp;nbsp;뷰&amp;nbsp;단위로&amp;nbsp;전체&amp;nbsp;앱은&amp;nbsp;각&amp;nbsp;Component들이&amp;nbsp;결합해서&amp;nbsp;만들어&amp;nbsp;지게&amp;nbsp;되는데&amp;nbsp;무엇보다&amp;nbsp;각&amp;nbsp;Component들은&amp;nbsp;앱의&amp;nbsp;다른&amp;nbsp;부분,&amp;nbsp;또는&amp;nbsp;다른&amp;nbsp;앱에서&amp;nbsp;쉽게&amp;nbsp;재사용이&amp;nbsp;가능하다.&amp;nbsp;Redux의&amp;nbsp;창시자이며,&amp;nbsp;현재는&amp;nbsp;Facebook&amp;nbsp;React&amp;nbsp;Core팀의&amp;nbsp;일원인&amp;nbsp;Dan&amp;nbsp;Abramov는&amp;nbsp;React의&amp;nbsp;목표가&amp;nbsp;성능보다는&amp;nbsp;유지가능한&amp;nbsp;앱을&amp;nbsp;만드는&amp;nbsp;것에&amp;nbsp;있다고&amp;nbsp;설명한다.&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;■ &lt;b&gt;생태계가&amp;nbsp;넓고,&amp;nbsp;다양한&amp;nbsp;라이브러리&amp;nbsp;사용&amp;nbsp;가능&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;br&gt;&lt;/b&gt;&lt;/b&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;개발을&amp;nbsp;하다보면&amp;nbsp;막히는&amp;nbsp;부분,&amp;nbsp;오류가&amp;nbsp;있는&amp;nbsp;부분이&amp;nbsp;많은데&amp;nbsp;Vue에&amp;nbsp;비해&amp;nbsp;사용자가&amp;nbsp;많고,&amp;nbsp;역시&amp;nbsp;Facebook에서&amp;nbsp;만들었다보니&amp;nbsp;확실히&amp;nbsp;커뮤니티나&amp;nbsp;자료가&amp;nbsp;굉장히&amp;nbsp;방대하다.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;&lt;b&gt;&lt;b&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;&lt;b&gt;&lt;b&gt;■&amp;nbsp;&lt;b&gt;리액트는 라이브러리이기 때문에 다른 프레임워크나 라이브러리와 혼용 가능&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;br&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;React는 다른 프레임워크나 라이브러리와 쉽게 함께 사용할 수 있고 이미 개발된 서비스에서도 일정 부분에서만 선택적으로 적용이 가능하여 단계적으로 React로의 변경이 가능하다. &lt;br&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&lt;b&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;&lt;b&gt;&lt;b&gt;■ &lt;b&gt;virtual&amp;nbsp;DOM을&amp;nbsp;활용하여&amp;nbsp;빠른&amp;nbsp;렌더링이&amp;nbsp;가능&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;br&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;DOM은&amp;nbsp;브라우저가&amp;nbsp;화면을&amp;nbsp;그리기위한&amp;nbsp;정보를&amp;nbsp;담고있는&amp;nbsp;문서&amp;nbsp;객체이다.&amp;nbsp;JQuery처럼&amp;nbsp;실제&amp;nbsp;DOM을&amp;nbsp;변경할&amp;nbsp;경우,&amp;nbsp;변경할&amp;nbsp;부분이&amp;nbsp;일부분이더라도&amp;nbsp;DOM&amp;nbsp;전체를&amp;nbsp;다시&amp;nbsp;렌더링해야하고,&amp;nbsp;이는&amp;nbsp;성능&amp;nbsp;저하로&amp;nbsp;직결된다는&amp;nbsp;단점이&amp;nbsp;있다.&amp;nbsp; &lt;br&gt;React는&amp;nbsp;렌더링&amp;nbsp;시&amp;nbsp;Virtual&amp;nbsp;DOM,&amp;nbsp;즉&amp;nbsp;가상&amp;nbsp;DOM을&amp;nbsp;먼저&amp;nbsp;만든다.&amp;nbsp;그&amp;nbsp;후&amp;nbsp;실제&amp;nbsp;DOM과&amp;nbsp;비교를&amp;nbsp;하여&amp;nbsp;변경이&amp;nbsp;있는&amp;nbsp;부분(하위&amp;nbsp;컴포넌트)만&amp;nbsp;대체를&amp;nbsp;하기&amp;nbsp;때문에&amp;nbsp;리소스&amp;nbsp;낭비를&amp;nbsp;줄일&amp;nbsp;수&amp;nbsp;있다.&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&lt;b&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;&lt;b&gt;&lt;b&gt;■ &lt;b&gt;단방향&amp;nbsp;데이터&amp;nbsp;바인딩을&amp;nbsp;통한&amp;nbsp;디버깅&amp;nbsp;용이,&amp;nbsp;다른&amp;nbsp;라이브러리에&amp;nbsp;비해&amp;nbsp;안정성이&amp;nbsp;높음&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;br&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;React 내에서의 데이터의 흐름은 부모(Parent)에서 자식(Child)으로 단방향적이다. 그렇기 때문에 디버깅이 용이하며, 다른 라이브러리에 비해 안전성이 높다.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&lt;b&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;&lt;b&gt;&lt;b&gt;■ &lt;b&gt;리액트&amp;nbsp;네이티브를&amp;nbsp;활용하여&amp;nbsp;앱&amp;nbsp;개발&amp;nbsp;가능&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;br&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;리액트 네이티브는 네이트브 모바일 앱을 만들기 위한 프레임워크로서 리액트를 기반으로 개발되었다. 리액트 라이브러리가 웹 개발자나 하이브리드 앱 개발자에게 유용하고 관심을 끌게 하는 기술이라면, 리액트 네이티브는 모바일 개발자들이 몹시 주목할 기술이다.&lt;/p&gt;&lt;p data-ke-size=&quot;size14&quot; style=&quot;text-align: left;&quot;&gt;&lt;i&gt;※ 리액트 네이티브 : 대다수의&amp;nbsp;모바일&amp;nbsp;앱은&amp;nbsp;하이브리드가&amp;nbsp;아닌&amp;nbsp;네이티브&amp;nbsp;앱&amp;nbsp;형식으로&amp;nbsp;개발이&amp;nbsp;되는데&amp;nbsp;여기서&amp;nbsp;일반적으로&amp;nbsp;안드로이드와&amp;nbsp;iOS에서&amp;nbsp;동시&amp;nbsp;작동하는&amp;nbsp;소스코드를&amp;nbsp;작성하기&amp;nbsp;위해서는&amp;nbsp;'웹뷰'를&amp;nbsp;이용해야만&amp;nbsp;했다.&amp;nbsp;그러나&amp;nbsp;웹뷰를&amp;nbsp;이용한&amp;nbsp;하이브리드&amp;nbsp;앱&amp;nbsp;기술은&amp;nbsp;기존의&amp;nbsp;네이티브&amp;nbsp;앱에서&amp;nbsp;지원하는&amp;nbsp;속성을&amp;nbsp;이해하지&amp;nbsp;못했는데&amp;nbsp;리액트&amp;nbsp;네이티브&amp;nbsp;활용으로&amp;nbsp;네이티브&amp;nbsp;속성을&amp;nbsp;그대로&amp;nbsp;이용하는&amp;nbsp;것이&amp;nbsp;가능해졌다.&lt;/i&gt;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;blockquote data-ke-style=&quot;style2&quot;&gt;단점&lt;/blockquote&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;&lt;b&gt;&lt;b&gt;■ 프레임워크의 &lt;b&gt;MVC 와 비교하였을때 V(View)만을 관리한다.&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;br&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;View 부분만을 관리하기 때문에 다른 부분은 써드파티 라이브러리(Third party library, 패키지)를 이용하거나 직접 구현해야한다.&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;&lt;b&gt;&lt;b&gt;■ &lt;b&gt;진입장벽이 낮지많은 않다.&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;br&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;순수 JavaScript의 개념을 잘 알고 있을 필요가 있고 React는 inline-template 과 JSX 를 사용하는데, 처음에는 적응이 어려울 수도 있다.&amp;nbsp;&lt;b&gt;&lt;br&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;&lt;b&gt;&lt;b&gt;&lt;b&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;&lt;b&gt;&lt;b&gt;■ &lt;b&gt;MVC 패턴과 비교하였을때 V(View)만을 관리한다.&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;&lt;br&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/b&gt;IE8&amp;nbsp;이하&amp;nbsp;버전은&amp;nbsp;지원을&amp;nbsp;하지&amp;nbsp;않기때문에&amp;nbsp;필요하다면&amp;nbsp;React&amp;nbsp;14&amp;nbsp;이하의&amp;nbsp;버전을&amp;nbsp;사용하고&amp;nbsp;이것을&amp;nbsp;호환해주는&amp;nbsp;폴리필을&amp;nbsp;사용해야한다.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;h3 data-ke-size=&quot;size23&quot; style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;color: rgb(102, 102, 102);&quot;&gt;Angular, React, Vue 의 비교&lt;/span&gt;&lt;/h3&gt;&lt;blockquote data-ke-style=&quot;style2&quot;&gt;&lt;span style=&quot;color: rgb(102, 102, 102);&quot;&gt;Angular, React, Vue 간단비교&lt;/span&gt;&lt;/blockquote&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&lt;b&gt;■ React&lt;/b&gt; &lt;br&gt;-&amp;nbsp;웹&amp;nbsp;뿐만&amp;nbsp;아니라&amp;nbsp;앱&amp;nbsp;개발에도&amp;nbsp;사용&amp;nbsp;(&amp;nbsp;React&amp;nbsp;Native&amp;nbsp;) &lt;br&gt;-&amp;nbsp;페이스북이라는&amp;nbsp;거대한&amp;nbsp;업체의&amp;nbsp;지원 &lt;br&gt;-&amp;nbsp;가장&amp;nbsp;거대한&amp;nbsp;커뮤니티 &lt;br&gt;-&amp;nbsp;Virtual&amp;nbsp;Dom&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;■&amp;nbsp;&lt;/span&gt;Vue&lt;/b&gt; &lt;br&gt;-&amp;nbsp;가장&amp;nbsp;적은&amp;nbsp;러닝커브 &lt;br&gt;-&amp;nbsp;가볍고&amp;nbsp;빠르게&amp;nbsp;개발이&amp;nbsp;필요하다면&amp;nbsp;추천 &lt;br&gt;-&amp;nbsp;Evan&amp;nbsp;You&amp;nbsp;라는&amp;nbsp;개인이&amp;nbsp;프로젝트&amp;nbsp;리더&amp;nbsp; &lt;br&gt;-&amp;nbsp;상대적으로&amp;nbsp;작지만&amp;nbsp;빠르게&amp;nbsp;성장중인&amp;nbsp;커뮤니티 &lt;br&gt;-&amp;nbsp;가장&amp;nbsp;최신에&amp;nbsp;릴리즈&amp;nbsp;시작한&amp;nbsp;프레임워크(2014년) &lt;br&gt;-&amp;nbsp;양방향&amp;nbsp;바인딩 &lt;br&gt;-&amp;nbsp;Virtual&amp;nbsp;Dom&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;■&amp;nbsp;&lt;/span&gt;Angular&lt;/b&gt; &lt;br&gt;-&amp;nbsp;구글이라는&amp;nbsp;전세계적인&amp;nbsp;기업의&amp;nbsp;지원 &lt;br&gt;-&amp;nbsp;가장&amp;nbsp;빠르게&amp;nbsp;릴리즈된&amp;nbsp;JS&amp;nbsp;프레임워크(2010년) &lt;br&gt;-&amp;nbsp;큰&amp;nbsp;커뮤니티 &lt;br&gt;-&amp;nbsp;양방향&amp;nbsp;바인딩 &lt;br&gt;-&amp;nbsp;TypeScript&amp;nbsp;가장&amp;nbsp;먼저&amp;nbsp;도입 &lt;br&gt;-&amp;nbsp;가장&amp;nbsp;체계적이고&amp;nbsp;잘&amp;nbsp;정리되어있는&amp;nbsp;문서 &lt;br&gt;-&amp;nbsp;가장&amp;nbsp;복잡하고&amp;nbsp;큰&amp;nbsp;러닝커브&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;blockquote data-ke-style=&quot;style2&quot;&gt;&lt;span style=&quot;color: rgb(102, 102, 102);&quot;&gt;Angular, React, Vue 중 선택애야 하는 경우&lt;/span&gt;&lt;/blockquote&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;■&amp;nbsp;&lt;/span&gt;앵귤러를&amp;nbsp;선택해야&amp;nbsp;하는&amp;nbsp;경우&lt;/b&gt; &lt;br&gt;-기능이&amp;nbsp;풍부하고&amp;nbsp;규모가&amp;nbsp;큰&amp;nbsp;애플리케이션을&amp;nbsp;개발할&amp;nbsp;때 &lt;br&gt;-믿을&amp;nbsp;수&amp;nbsp;있고&amp;nbsp;확장&amp;nbsp;가능한&amp;nbsp;프레임워크가&amp;nbsp;필요할&amp;nbsp;때 &lt;br&gt;-채팅&amp;nbsp;앱이나&amp;nbsp;메시징&amp;nbsp;앱과&amp;nbsp;같은&amp;nbsp;실시간&amp;nbsp;애플리케이션을&amp;nbsp;개발할&amp;nbsp;때 &lt;br&gt;-장기프로젝트이며,&amp;nbsp;투자규모도&amp;nbsp;상당한&amp;nbsp;네이티브&amp;nbsp;앱이나&amp;nbsp;하이브리드&amp;nbsp;앱,&amp;nbsp;또는&amp;nbsp;웹앱을&amp;nbsp;개발할&amp;nbsp;때 &lt;br&gt;-타입스크립트(TypeScript)로&amp;nbsp;코딩해야&amp;nbsp;할&amp;nbsp;때 &lt;br&gt;-객체지향(Object-oriented)프로그래밍을&amp;nbsp;해야&amp;nbsp;할&amp;nbsp;때 &lt;br&gt;&lt;br&gt;&lt;b&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;■&amp;nbsp;&lt;/span&gt;리액트를&amp;nbsp;선택해야&amp;nbsp;하는&amp;nbsp;경우&lt;/b&gt; &lt;br&gt;-빠른&amp;nbsp;일정&amp;nbsp;안에&amp;nbsp;엔터프라이즈&amp;nbsp;수준의&amp;nbsp;가벼우면서도&amp;nbsp;현대적인&amp;nbsp;애플리케이션을&amp;nbsp;개발해야&amp;nbsp;할&amp;nbsp;때 &lt;br&gt;-웹사이트&amp;nbsp;개발&amp;nbsp;솔루션을&amp;nbsp;안전하게&amp;nbsp;보호할&amp;nbsp;수&amp;nbsp;있는&amp;nbsp;유연한&amp;nbsp;프레임워크가&amp;nbsp;필요할&amp;nbsp;때 &lt;br&gt;-크로스&amp;nbsp;플랫폼(cross-platform)&amp;nbsp;애플리케이션이나&amp;nbsp;싱글&amp;nbsp;페이지&amp;nbsp;애플리케이션(SPA)을&amp;nbsp;개발할&amp;nbsp;때 &lt;br&gt;-기존의&amp;nbsp;앱에서&amp;nbsp;기능성을&amp;nbsp;확장할&amp;nbsp;때 &lt;br&gt;-강력한&amp;nbsp;커뮤니티&amp;nbsp;지원과&amp;nbsp;솔루션이&amp;nbsp;필요할&amp;nbsp;때 &lt;br&gt;&lt;br&gt;&lt;b&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;■&amp;nbsp;&lt;/span&gt;뷰를&amp;nbsp;선택해야&amp;nbsp;하는&amp;nbsp;경우&lt;/b&gt; &lt;br&gt;-시장&amp;nbsp;진입&amp;nbsp;단계에서&amp;nbsp;필요한&amp;nbsp;프레임워크를&amp;nbsp;선택할&amp;nbsp;때 &lt;br&gt;-작고&amp;nbsp;가벼운&amp;nbsp;애플리케이션을&amp;nbsp;개발할&amp;nbsp;때 &lt;br&gt;-기존의&amp;nbsp;프로젝트에서&amp;nbsp;현대적이지만&amp;nbsp;제한된&amp;nbsp;리소스를&amp;nbsp;가진&amp;nbsp;프레임워크로&amp;nbsp;마이그레이션을&amp;nbsp;해야할&amp;nbsp;때 &lt;br&gt;-기업이&amp;nbsp;아니라&amp;nbsp;사용자&amp;nbsp;커뮤니티의&amp;nbsp;지원을&amp;nbsp;받는&amp;nbsp;프레임워크를&amp;nbsp;원할&amp;nbsp;때&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;blockquote data-ke-style=&quot;style2&quot;&gt;Angular, React, Vue 의 선호도 비교&lt;/blockquote&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;2020년 기준 구글, 스택오버플로우, 깃허브 트렌드, npm 다운로드 모두 리액트가 높은것으로 나타며 각각&amp;nbsp;현재 시장에서 어떤 위치를 차지하고 있는지 확인해보기로 한다.&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;■ 구글 트렌드(국내/해외포함)&lt;/span&gt;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;figure class=&quot;imageslideblock alignCenter&quot; data-image=&quot;[{&amp;quot;src&amp;quot;:&amp;quot;https://blog.kakaocdn.net/dn/kKGwq/btqHxc6uoHs/xGsajJMyIleDv8Hr1xb4rK/img.png&amp;quot;},{&amp;quot;src&amp;quot;:&amp;quot;https://blog.kakaocdn.net/dn/c8fEhP/btqHBy8LuA1/WlQXwtPKDLQUoh1LCUqrW0/img.png&amp;quot;}]&quot;&gt;
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&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;■ 스택오버플로우 / 깃허브 트렌드&lt;/span&gt;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;figure class=&quot;imageslideblock alignCenter&quot; data-image=&quot;[{&amp;quot;src&amp;quot;:&amp;quot;https://blog.kakaocdn.net/dn/chlaUU/btqHuisD6MU/dQnnrg0KmBL6fAKruXFKUk/img.png&amp;quot;},{&amp;quot;src&amp;quot;:&amp;quot;https://blog.kakaocdn.net/dn/rRio9/btqHscGlwU1/mFdjE3RlHkZ9ytx45l9110/img.png&amp;quot;}]&quot;&gt;
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  &lt;div class=&quot;mark&quot;&gt;&lt;span data-index=&quot;0&quot;&gt;0&lt;/span&gt;&lt;span data-index=&quot;1&quot;&gt;1&lt;/span&gt;&lt;/div&gt;
&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;■ npm 다운로드&lt;/span&gt;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;figure class=&quot;imageslideblock alignCenter&quot; data-image=&quot;[{&amp;quot;src&amp;quot;:&amp;quot;https://blog.kakaocdn.net/dn/cpTRi3/btqHA5evaBD/CiuHWPzNkzGHW9eIuJclj1/img.png&amp;quot;},{&amp;quot;src&amp;quot;:&amp;quot;https://blog.kakaocdn.net/dn/AxBeh/btqHA3gEoWr/ZPVUNCHDuorEgDOdOSrByk/img.png&amp;quot;},{&amp;quot;src&amp;quot;:&amp;quot;https://blog.kakaocdn.net/dn/MNXcO/btqHxa8HcL2/WzuvXh7htzByXuUaGwYkrK/img.png&amp;quot;}]&quot;&gt;
  &lt;div class=&quot;image-container&quot;&gt;&lt;span class=&quot;image-wrap selected&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/cpTRi3/btqHA5evaBD/CiuHWPzNkzGHW9eIuJclj1/img.png&quot; data-url=&quot;https://blog.kakaocdn.net/dn/cpTRi3/btqHA5evaBD/CiuHWPzNkzGHW9eIuJclj1/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/cpTRi3/btqHA5evaBD/CiuHWPzNkzGHW9eIuJclj1/img.png&quot; loading=&quot;lazy&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FcpTRi3%2FbtqHA5evaBD%2FCiuHWPzNkzGHW9eIuJclj1%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; data-origin-width=&quot;369&quot; data-origin-height=&quot;659&quot;/&gt;&lt;/span&gt;&lt;span class=&quot;image-wrap &quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/AxBeh/btqHA3gEoWr/ZPVUNCHDuorEgDOdOSrByk/img.png&quot; data-url=&quot;https://blog.kakaocdn.net/dn/AxBeh/btqHA3gEoWr/ZPVUNCHDuorEgDOdOSrByk/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/AxBeh/btqHA3gEoWr/ZPVUNCHDuorEgDOdOSrByk/img.png&quot; loading=&quot;lazy&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FAxBeh%2FbtqHA3gEoWr%2FZPVUNCHDuorEgDOdOSrByk%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; data-origin-width=&quot;369&quot; data-origin-height=&quot;659&quot;/&gt;&lt;/span&gt;&lt;span class=&quot;image-wrap &quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/MNXcO/btqHxa8HcL2/WzuvXh7htzByXuUaGwYkrK/img.png&quot; data-url=&quot;https://blog.kakaocdn.net/dn/MNXcO/btqHxa8HcL2/WzuvXh7htzByXuUaGwYkrK/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/MNXcO/btqHxa8HcL2/WzuvXh7htzByXuUaGwYkrK/img.png&quot; loading=&quot;lazy&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FMNXcO%2FbtqHxa8HcL2%2FWzuvXh7htzByXuUaGwYkrK%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; data-origin-width=&quot;369&quot; data-origin-height=&quot;659&quot;/&gt;&lt;/span&gt;&lt;button class=&quot;btn btn-prev&quot;&gt;&lt;span class=&quot;ico-prev&quot;&gt;이전&lt;/span&gt;&lt;/button&gt;&lt;button class=&quot;btn btn-next&quot;&gt;&lt;span class=&quot;ico-next&quot;&gt;다음&lt;/span&gt;&lt;/button&gt;&lt;/div&gt;
  &lt;div class=&quot;mark&quot;&gt;&lt;span data-index=&quot;0&quot;&gt;0&lt;/span&gt;&lt;span data-index=&quot;1&quot;&gt;1&lt;/span&gt;&lt;span data-index=&quot;2&quot;&gt;2&lt;/span&gt;&lt;/div&gt;
&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;blockquote data-ke-style=&quot;style2&quot;&gt;내가 리액트를 선택한 이유&lt;/blockquote&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;작성중 ..&lt;/p&gt;</description>
      <category>Front-End/React</category>
      <author>달나라 곰돌이</author>
      <guid isPermaLink="true">https://helloworld-88.tistory.com/350</guid>
      <comments>https://helloworld-88.tistory.com/350#entry350comment</comments>
      <pubDate>Tue, 25 Aug 2020 20:45:40 +0900</pubDate>
    </item>
    <item>
      <title>[Oracle] 쿼리 실행순서</title>
      <link>https://helloworld-88.tistory.com/330</link>
      <description>&lt;h3 data-ke-size=&quot;size23&quot;&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;쿼리진행과정&lt;/span&gt;&lt;/h3&gt;
&lt;blockquote data-ke-size=&quot;size20&quot; data-ke-style=&quot;style2&quot;&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;1. 구문 분석(Parsing)&lt;/span&gt;&lt;/blockquote&gt;
&lt;p&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;해당 쿼리가 문법적으로 틀리지 않은지 확인. 해당 SQL 개발자 도구가 이해할 수 있는 단위들로 분해하는 과정.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;만약 구문이 부정확하다면 여기서 처리를 중단.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;blockquote data-ke-size=&quot;size20&quot; data-ke-style=&quot;style2&quot;&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;2. 표준화(Standardization)&lt;/span&gt;&lt;/blockquote&gt;
&lt;p&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;실제로 필요없는 부분들이 제거. 표준화된 쿼리 트리(Standard Query Tree)가 만들어 진다.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;blockquote data-ke-size=&quot;size20&quot; data-ke-style=&quot;style2&quot;&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;3. 최적화(Optimization)&lt;/span&gt;&lt;/blockquote&gt;
&lt;p&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;통계나 조각 정보 등을 바탕으로 실행 계획을 만들어 낸다. 쿼리처리에서 매우 중요한 단계&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;&lt;b&gt;- 쿼리 분석 :&lt;/b&gt; 검색 제한자(SARG)인지 조인 조건인지 판단.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;&lt;b&gt;- 인덱스 선택 :&lt;/b&gt; 분포 통계 정보를 이용하여 인덱스검색이나 테이블 스캔 중의 하나를 선택.&amp;nbsp; &lt;/span&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;여러 인덱스 중 가장 효율적인 인덱스를 선택&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;&lt;b&gt;- 조인 처리 :&lt;/b&gt; JOIN, UNION, GROUP BY, ORDER BY 절을 가지고 있는지 확인하여 적절한 작업 순서를 선택&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;이 단계의 출력은 실행 계획(Execution Plan) 이다.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;​&lt;/span&gt;&lt;/p&gt;
&lt;blockquote data-ke-size=&quot;size20&quot; data-ke-style=&quot;style2&quot;&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;4. 컴파일(Compilation)&lt;/span&gt;&lt;/blockquote&gt;
&lt;p&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;컴파일을 하면 이진 코드가 생성된다.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;​&lt;/span&gt;&lt;/p&gt;
&lt;blockquote data-ke-size=&quot;size20&quot; data-ke-style=&quot;style2&quot;&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;5. 실행(Execute)&lt;/span&gt;&lt;/blockquote&gt;
&lt;p&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;실제 처리를 하고 결과를 돌려준다.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;쿼리 작성/실행 순서&lt;/span&gt;&lt;/h3&gt;
&lt;blockquote data-ke-size=&quot;size20&quot; data-ke-style=&quot;style2&quot;&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;&lt;b&gt;작성순서&lt;/b&gt;&lt;/span&gt;&lt;/blockquote&gt;
&lt;ol style=&quot;list-style-type: decimal;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;SELECT&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;FROM &amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;WHERE &amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;GROUP BY &amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;HAVING&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;ORDER BY &amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;blockquote data-ke-size=&quot;size18&quot; data-ke-style=&quot;style2&quot;&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;&lt;b&gt;실행순서&lt;/b&gt;&lt;/span&gt;&lt;/blockquote&gt;
&lt;ol style=&quot;list-style-type: decimal;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;FROM&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;ON&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;JOIN&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;WHERE&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;GROUP BY&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;HAVING&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;SELECT&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;DISTINCT&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;ORDER BY&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;TOP&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;blockquote data-ke-size=&quot;size18&quot; data-ke-style=&quot;style2&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;설명&lt;/span&gt;&lt;/b&gt;&lt;/blockquote&gt;
&lt;ol style=&quot;list-style-type: decimal;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;&lt;b&gt;FROM&lt;/b&gt; 해당 데이터가 있는 곳을 찾아가서&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;&lt;b&gt;WHERE&lt;/b&gt; 조건에 맞는 데이터로 필터링하고&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;&lt;b&gt;GROUP BY&lt;/b&gt; 원하는 데이터로 가공&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;&lt;b&gt;HAVING&lt;/b&gt; 가공한 데이터에서 조건에 맞는 것만&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;&lt;b&gt;SELECT&lt;/b&gt; 뽑아내서&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: 'Nanum Gothic';&quot;&gt;&lt;b&gt;ORDER BY&lt;/b&gt; 정렬한다​&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;</description>
      <category>DataBase/Oracle</category>
      <author>달나라 곰돌이</author>
      <guid isPermaLink="true">https://helloworld-88.tistory.com/330</guid>
      <comments>https://helloworld-88.tistory.com/330#entry330comment</comments>
      <pubDate>Wed, 8 Jul 2020 10:56:50 +0900</pubDate>
    </item>
    <item>
      <title>[기본] AS-IS, TO-BE 분석</title>
      <link>https://helloworld-88.tistory.com/323</link>
      <description>&lt;p data-ke-size=&quot;size18&quot; style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;&lt;span style=&quot;font-family: Nanum Gothic;&quot;&gt;차세대&amp;nbsp;프로젝트를&amp;nbsp;진행하게&amp;nbsp;되면&amp;nbsp;AS-IS&amp;nbsp;와&amp;nbsp;TO-BE&amp;nbsp;라는&amp;nbsp;용어를&amp;nbsp;많이&amp;nbsp;접하게&amp;nbsp;된다. &lt;/span&gt;&lt;/span&gt;&lt;br&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;&lt;span style=&quot;font-family: Nanum Gothic;&quot;&gt;대충&amp;nbsp;영어의&amp;nbsp;뜻만&amp;nbsp;생각해&amp;nbsp;봐도&amp;nbsp;느낌이&amp;nbsp;올테지만&amp;nbsp;그래도&amp;nbsp;정리해두기로&amp;nbsp;한다.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p data-ke-size=&quot;size18&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&lt;i&gt;&lt;span style=&quot;color: rgb(102, 102, 102);&quot;&gt;&lt;span style=&quot;font-family: Nanum Gothic;&quot;&gt;※ 차세대 프로젝트이란?&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&lt;i&gt;&lt;span style=&quot;color: rgb(102, 102, 102);&quot;&gt;&lt;span style=&quot;font-family: Nanum Gothic;&quot;&gt;금융권에서의 차세대 프로젝트는 고도화된 현재의 금융거래 처리에 한계가 있는 오래된 시스템을 걷어내고 새로운 언어나 프레임워크로 다시 개발하는것을 말하며, 전반적인 업무 파악과 이전 시스템의 이해가 필수적이다.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;&lt;p data-ke-size=&quot;size18&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p data-ke-size=&quot;size18&quot; style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;&lt;span style=&quot;font-family: Nanum Gothic;&quot;&gt;현상의 문제를 확인하고 해결하기 위해 &lt;b&gt;'현재의 상황(AS-IS)'&lt;/b&gt;를 인식하고 현재의 상황과 &lt;b&gt;'이상적인 지향점(TO-BE)'&lt;/b&gt;과의 차이(Gap)을 인식하고 이를 일치시키기 위한 일련의 전략적 사고 방식을 &lt;b&gt;AS-IS, TO-BE 분석&lt;/b&gt;이라고 할 수 있다.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p data-ke-size=&quot;size14&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;figure class=&quot;imageblock alignLeft&quot; data-image-src=&quot;https://k.kakaocdn.net/dn/qkqc9/btqE32ZhKKt/G8xHQeqcKB4GVuXFhbRWH0/img.png&quot; data-origin-width=&quot;0.0&quot; data-origin-height=&quot;0.0&quot; data-ke-mobilestyle=&quot;widthContent&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/qkqc9/btqE32ZhKKt/G8xHQeqcKB4GVuXFhbRWH0/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/qkqc9/btqE32ZhKKt/G8xHQeqcKB4GVuXFhbRWH0/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/qkqc9/btqE32ZhKKt/G8xHQeqcKB4GVuXFhbRWH0/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2Fqkqc9%2FbtqE32ZhKKt%2FG8xHQeqcKB4GVuXFhbRWH0%2Fimg.png&quot; data-image-src=&quot;https://k.kakaocdn.net/dn/qkqc9/btqE32ZhKKt/G8xHQeqcKB4GVuXFhbRWH0/img.png&quot; data-origin-width=&quot;0.0&quot; data-origin-height=&quot;0.0&quot; data-ke-mobilestyle=&quot;widthContent&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;h3 data-ke-size=&quot;size23&quot; style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;&lt;span style=&quot;font-family: Nanum Gothic;&quot;&gt;AS-IS&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;&lt;blockquote data-ke-style=&quot;style3&quot;&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;지금 현재의 '있는 그대로'를 의미. 즉, AS-IS 분석이란 현재의 업무 프로세스에 대한 분석을 뜻하고 이는 크게 3가지로 나누어진다.&lt;/span&gt;&lt;/blockquote&gt;&lt;p data-ke-size=&quot;size18&quot; style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Nanum Gothic;&quot;&gt;&lt;b&gt;■&amp;nbsp;AS-IS&amp;nbsp;프로세스&amp;nbsp;목록&amp;nbsp;작성&lt;/b&gt; &lt;/span&gt;&lt;br&gt;&lt;span style=&quot;font-family: Nanum Gothic;&quot;&gt;업무를&amp;nbsp;대분류,&amp;nbsp;중분류,&amp;nbsp;세분류,&amp;nbsp;프로세스&amp;nbsp;설명&amp;nbsp;등을&amp;nbsp;엑셀&amp;nbsp;등을&amp;nbsp;이용하여&amp;nbsp;목록을&amp;nbsp;작성하는&amp;nbsp;것 &lt;/span&gt;&lt;br&gt;&lt;br&gt;&lt;span style=&quot;font-family: Nanum Gothic;&quot;&gt;&lt;b&gt;■&amp;nbsp;AS-IS&amp;nbsp;프로세스&amp;nbsp;체계도&amp;nbsp;작성&lt;/b&gt; &lt;/span&gt;&lt;br&gt;&lt;span style=&quot;font-family: Nanum Gothic;&quot;&gt;업무가&amp;nbsp;어떤&amp;nbsp;체계의&amp;nbsp;구조를&amp;nbsp;가지고&amp;nbsp;있는지에&amp;nbsp;대하여&amp;nbsp;계층구조&amp;nbsp;형태로&amp;nbsp;업무를&amp;nbsp;분류하는&amp;nbsp;작업 &lt;/span&gt;&lt;br&gt;&lt;br&gt;&lt;span style=&quot;font-family: Nanum Gothic;&quot;&gt;&lt;b&gt;■&amp;nbsp;AS-IS&amp;nbsp;프로세스&amp;nbsp;정의서&amp;nbsp;작성&lt;/b&gt; &lt;/span&gt;&lt;br&gt;&lt;span style=&quot;font-family: Nanum Gothic;&quot;&gt;업무의&amp;nbsp;흐름에&amp;nbsp;대하여&amp;nbsp;Flow&amp;nbsp;Chart&amp;nbsp;형태로&amp;nbsp;업무를&amp;nbsp;정의하는&amp;nbsp;작업&lt;/span&gt;&lt;br&gt;&lt;br&gt;&lt;/p&gt;&lt;h3 data-ke-size=&quot;size23&quot; style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;&lt;span style=&quot;font-family: Nanum Gothic;&quot;&gt;TO-BE&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;&lt;blockquote data-ke-style=&quot;style3&quot;&gt;&lt;span style=&quot;color: rgb(51, 51, 51);&quot;&gt;'미래의' 새로운것을 의미. 즉, 미래에 개선될 업무 프로세스에 대한 분석을 뜻하고 TO-BE 분석도 AS-BE 와 같이 크게 3가지로 나누어진다.&lt;/span&gt;&lt;/blockquote&gt;&lt;p data-ke-size=&quot;size18&quot; style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Nanum Gothic;&quot;&gt;&lt;b&gt;■&amp;nbsp;TO-BE&amp;nbsp;프로세스&amp;nbsp;목록&amp;nbsp;작성&lt;/b&gt; &lt;/span&gt;&lt;br&gt;&lt;span style=&quot;font-family: Nanum Gothic;&quot;&gt;TO-BE&amp;nbsp;프로세스&amp;nbsp;목록작성이란&amp;nbsp;시스템에서&amp;nbsp;업무를&amp;nbsp;업무를&amp;nbsp;대분류,&amp;nbsp;중분류,&amp;nbsp;세분류로&amp;nbsp;구분하여&amp;nbsp;세부업무에&amp;nbsp;대한&amp;nbsp;설명을&amp;nbsp;엑세등을&amp;nbsp;이용하여&amp;nbsp;목록을&amp;nbsp;작성 &lt;/span&gt;&lt;br&gt;&lt;br&gt;&lt;span style=&quot;font-family: Nanum Gothic;&quot;&gt;&lt;b&gt;■&amp;nbsp;TO-BE&amp;nbsp;프로세스&amp;nbsp;체계도&amp;nbsp;작성&lt;/b&gt; &lt;/span&gt;&lt;br&gt;&lt;span style=&quot;font-family: Nanum Gothic;&quot;&gt;TO-BE&amp;nbsp;프로세스&amp;nbsp;체계도&amp;nbsp;작성이란&amp;nbsp;시스템&amp;nbsp;기준으로&amp;nbsp;업무가&amp;nbsp;어떤&amp;nbsp;체계의&amp;nbsp;구조를&amp;nbsp;가지고&amp;nbsp;있는지에&amp;nbsp;대하여&amp;nbsp;계층구조&amp;nbsp;형태로&amp;nbsp;업무를&amp;nbsp;분류하는&amp;nbsp;작업 &lt;/span&gt;&lt;br&gt;&lt;br&gt;&lt;span style=&quot;font-family: Nanum Gothic;&quot;&gt;&lt;b&gt;■&amp;nbsp;TO-BE&amp;nbsp;프로세스&amp;nbsp;정의서&amp;nbsp;작성&lt;/b&gt; &lt;/span&gt;&lt;br&gt;&lt;span style=&quot;font-family: Nanum Gothic;&quot;&gt;TO-BE&amp;nbsp;프로세스&amp;nbsp;정의서란&amp;nbsp;시스템&amp;nbsp;기준으로&amp;nbsp;업무의&amp;nbsp;흐름에&amp;nbsp;대하여&amp;nbsp;Flow&amp;nbsp;Chart&amp;nbsp;형태로&amp;nbsp;업무를&amp;nbsp;정의하는&amp;nbsp;작업&lt;/span&gt;&lt;/p&gt;&lt;p data-ke-size=&quot;size18&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;figure class=&quot;imageblock alignLeft&quot; data-image-src=&quot;https://k.kakaocdn.net/dn/QrcxR/btqE1DGkS4f/UKRoPHUtSkfS0UqkhgRWU0/img.png&quot; data-origin-width=&quot;0.0&quot; data-origin-height=&quot;0.0&quot; data-ke-mobilestyle=&quot;widthContent&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/QrcxR/btqE1DGkS4f/UKRoPHUtSkfS0UqkhgRWU0/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/QrcxR/btqE1DGkS4f/UKRoPHUtSkfS0UqkhgRWU0/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/QrcxR/btqE1DGkS4f/UKRoPHUtSkfS0UqkhgRWU0/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FQrcxR%2FbtqE1DGkS4f%2FUKRoPHUtSkfS0UqkhgRWU0%2Fimg.png&quot; data-image-src=&quot;https://k.kakaocdn.net/dn/QrcxR/btqE1DGkS4f/UKRoPHUtSkfS0UqkhgRWU0/img.png&quot; data-origin-width=&quot;0.0&quot; data-origin-height=&quot;0.0&quot; data-ke-mobilestyle=&quot;widthContent&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot; style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p data-ke-size=&quot;size18&quot; style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Nanum Gothic;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: rgb(0, 109, 215);&quot;&gt;As-Is System&lt;/span&gt;&lt;/b&gt;&amp;nbsp;현재의 시스템&lt;/span&gt;&lt;/p&gt;&lt;p data-ke-size=&quot;size18&quot; style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Nanum Gothic;&quot;&gt;&lt;b&gt;&lt;span style=&quot;background-color: rgb(221, 221, 221);&quot;&gt;Obsolete&lt;/span&gt;&lt;/b&gt; 한물간, 구식의, 더이상 쓸모 없는&lt;/span&gt;&lt;/p&gt;&lt;p data-ke-size=&quot;size18&quot; style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Nanum Gothic;&quot;&gt;&lt;b&gt;&lt;span style=&quot;background-color: rgb(239, 83, 105);&quot;&gt;Preserved&lt;/span&gt;&lt;/b&gt; 보존된&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p data-ke-size=&quot;size18&quot; style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Nanum Gothic;&quot;&gt;&lt;b&gt;&lt;span style=&quot;background-color: rgb(238, 35, 35);&quot;&gt;Enhanced&lt;/span&gt;&lt;/b&gt; 강화한&lt;/span&gt;&lt;/p&gt;&lt;p data-ke-size=&quot;size18&quot; style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Nanum Gothic;&quot;&gt;&lt;b&gt;&lt;span style=&quot;background-color: rgb(0, 154, 135);&quot;&gt;Wholly New&lt;/span&gt;&lt;/b&gt; 전체적으로 새로운&lt;/span&gt;&lt;/p&gt;&lt;p data-ke-size=&quot;size18&quot; style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Nanum Gothic;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: rgb(26, 84, 144);&quot;&gt;To-Be System&lt;/span&gt;&lt;/b&gt; 새로운 시스템&lt;/span&gt;&lt;/p&gt;</description>
      <author>달나라 곰돌이</author>
      <guid isPermaLink="true">https://helloworld-88.tistory.com/323</guid>
      <comments>https://helloworld-88.tistory.com/323#entry323comment</comments>
      <pubDate>Fri, 12 Jun 2020 16:32:08 +0900</pubDate>
    </item>
    <item>
      <title>[알고리즘Lv1] 같은 숫자는 싫어</title>
      <link>https://helloworld-88.tistory.com/304</link>
      <description>&lt;h2 data-ke-size=&quot;size26&quot;&gt;알고리즘 사이트&lt;/h2&gt;
&lt;div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;a href=&quot;https://school.programmers.co.kr/learn/courses/30/lessons/12906&quot;&gt;프로그래머스 문제로 이동&lt;/a&gt;&lt;/p&gt;
&lt;figure id=&quot;og_1675782095787&quot; contenteditable=&quot;false&quot; data-ke-type=&quot;opengraph&quot; data-ke-align=&quot;alignCenter&quot; data-og-type=&quot;website&quot; data-og-title=&quot;프로그래머스&quot; data-og-description=&quot;코드 중심의 개발자 채용. 스택 기반의 포지션 매칭. 프로그래머스의 개발자 맞춤형 프로필을 등록하고, 나와 기술 궁합이 잘 맞는 기업들을 매칭 받으세요.&quot; data-og-host=&quot;programmers.co.kr&quot; data-og-source-url=&quot;https://school.programmers.co.kr/learn/courses/30/lessons/12906&quot; data-og-url=&quot;https://programmers.co.kr/&quot; data-og-image=&quot;https://scrap.kakaocdn.net/dn/c0AbwO/hyRxTHrMja/Q717Vm5yIw7dUt2klJ8b6K/img.png?width=1200&amp;amp;height=630&amp;amp;face=0_0_1200_630,https://scrap.kakaocdn.net/dn/csbPm9/hyRxV6jTcc/UXSuj6xnYvKf5gdmlRKRs0/img.png?width=1200&amp;amp;height=630&amp;amp;face=0_0_1200_630&quot;&gt;&lt;a href=&quot;https://school.programmers.co.kr/learn/courses/30/lessons/12906&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot; data-source-url=&quot;https://school.programmers.co.kr/learn/courses/30/lessons/12906&quot;&gt;
&lt;div class=&quot;og-image&quot; style=&quot;background-image: url('https://scrap.kakaocdn.net/dn/c0AbwO/hyRxTHrMja/Q717Vm5yIw7dUt2klJ8b6K/img.png?width=1200&amp;amp;height=630&amp;amp;face=0_0_1200_630,https://scrap.kakaocdn.net/dn/csbPm9/hyRxV6jTcc/UXSuj6xnYvKf5gdmlRKRs0/img.png?width=1200&amp;amp;height=630&amp;amp;face=0_0_1200_630');&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;og-text&quot;&gt;
&lt;p class=&quot;og-title&quot; data-ke-size=&quot;size16&quot;&gt;프로그래머스&lt;/p&gt;
&lt;p class=&quot;og-desc&quot; data-ke-size=&quot;size16&quot;&gt;코드 중심의 개발자 채용. 스택 기반의 포지션 매칭. 프로그래머스의 개발자 맞춤형 프로필을 등록하고, 나와 기술 궁합이 잘 맞는 기업들을 매칭 받으세요.&lt;/p&gt;
&lt;p class=&quot;og-host&quot; data-ke-size=&quot;size16&quot;&gt;programmers.co.kr&lt;/p&gt;
&lt;/div&gt;
&lt;/a&gt;&lt;/figure&gt;
&lt;/div&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;문제 설명&lt;/h2&gt;
&lt;div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;배열 arr가 주어집니다. 배열 arr의 각 원소는 숫자 0부터 9까지로 이루어져 있습니다. 이때, 배열 arr에서 연속적으로 나타나는 숫자는 하나만 남기고 전부 제거하려고 합니다. 단, 제거된 후 남은 수들을 반환할 때는 배열 arr의 원소들의 순서를 유지해야 합니다. 예를 들면,&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;arr = [1, 1, 3, 3, 0, 1, 1] 이면 [1, 3, 0, 1] 을 return 합니다.&lt;/li&gt;
&lt;li&gt;arr = [4, 4, 4, 3, 3] 이면 [4, 3] 을 return 합니다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;배열 arr에서 연속적으로 나타나는 숫자는 제거하고 남은 수들을 return 하는 solution 함수를 완성해 주세요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;제한 조건&lt;/h2&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;배열 arr의 크기 : 1,000,000 이하의 자연수&lt;/li&gt;
&lt;li&gt;배열 arr의 원소의 크기 : 0보다 크거나 같고 9보다 작거나 같은 정수&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;입출력 예&lt;/h2&gt;
&lt;table style=&quot;border-collapse: collapse; width: 100%;&quot; border=&quot;1&quot; data-ke-align=&quot;alignLeft&quot; data-ke-style=&quot;style8&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 50.1162%;&quot;&gt;arr&lt;/td&gt;
&lt;td style=&quot;width: 49.8838%;&quot;&gt;answer&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 50.1162%;&quot;&gt;[1,1,3,3,0,1,1]&lt;/td&gt;
&lt;td style=&quot;width: 49.8838%;&quot;&gt;[1,3,0,1]&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 50.1162%;&quot;&gt;[4,4,4,3,3]&lt;/td&gt;
&lt;td style=&quot;width: 49.8838%;&quot;&gt;[4,3]&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;입출력 예 설명&lt;/h2&gt;
&lt;div&gt;
&lt;div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;입출력 예 #1,2&lt;br /&gt;문제의 예시와 같습니다.&lt;/p&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;해결&lt;/h2&gt;
&lt;/div&gt;
&lt;pre id=&quot;code_1675782073959&quot; class=&quot;java&quot; data-ke-language=&quot;java&quot; data-ke-type=&quot;codeblock&quot;&gt;&lt;code&gt;import java.util.*;

public class Solution {
    public ArrayList&amp;lt;Integer&amp;gt;  solution(int []arr) {
        ArrayList&amp;lt;Integer&amp;gt; list = new ArrayList&amp;lt;Integer&amp;gt;();

        for(int i=0; i&amp;lt;arr.length-1; i++){
            if(arr[i] != arr[i+1])list.add(arr[i]);
            if(i==arr.length-2)list.add(arr[arr.length-1]);
        }

        return list;
    }
}&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;</description>
      <category>알고리즘</category>
      <author>달나라 곰돌이</author>
      <guid isPermaLink="true">https://helloworld-88.tistory.com/304</guid>
      <comments>https://helloworld-88.tistory.com/304#entry304comment</comments>
      <pubDate>Thu, 14 May 2020 07:34:11 +0900</pubDate>
    </item>
    <item>
      <title>[알고리즘Lv1] 가운데 글자 가져오기</title>
      <link>https://helloworld-88.tistory.com/303</link>
      <description>&lt;h2 data-ke-size=&quot;size26&quot;&gt;알고리즘 사이트&lt;/h2&gt;
&lt;div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;a href=&quot;https://school.programmers.co.kr/learn/courses/30/lessons/12903&quot;&gt;프로그래머스 문제로 이동&lt;/a&gt;&lt;/p&gt;
&lt;figure id=&quot;og_1675695843470&quot; contenteditable=&quot;false&quot; data-ke-type=&quot;opengraph&quot; data-ke-align=&quot;alignCenter&quot; data-og-type=&quot;website&quot; data-og-title=&quot;프로그래머스&quot; data-og-description=&quot;코드 중심의 개발자 채용. 스택 기반의 포지션 매칭. 프로그래머스의 개발자 맞춤형 프로필을 등록하고, 나와 기술 궁합이 잘 맞는 기업들을 매칭 받으세요.&quot; data-og-host=&quot;programmers.co.kr&quot; data-og-source-url=&quot;https://school.programmers.co.kr/learn/courses/30/lessons/12903&quot; data-og-url=&quot;https://programmers.co.kr/&quot; data-og-image=&quot;https://scrap.kakaocdn.net/dn/v8lnP/hyRwExKbGB/Xl9KF55DcNNPjApCWP1XK0/img.png?width=1200&amp;amp;height=630&amp;amp;face=0_0_1200_630,https://scrap.kakaocdn.net/dn/bhgDGV/hyRwuIDVIs/vFCKSqBCfoenpSZruTK8kk/img.png?width=1200&amp;amp;height=630&amp;amp;face=0_0_1200_630&quot;&gt;&lt;a href=&quot;https://school.programmers.co.kr/learn/courses/30/lessons/12903&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot; data-source-url=&quot;https://school.programmers.co.kr/learn/courses/30/lessons/12903&quot;&gt;
&lt;div class=&quot;og-image&quot; style=&quot;background-image: url('https://scrap.kakaocdn.net/dn/v8lnP/hyRwExKbGB/Xl9KF55DcNNPjApCWP1XK0/img.png?width=1200&amp;amp;height=630&amp;amp;face=0_0_1200_630,https://scrap.kakaocdn.net/dn/bhgDGV/hyRwuIDVIs/vFCKSqBCfoenpSZruTK8kk/img.png?width=1200&amp;amp;height=630&amp;amp;face=0_0_1200_630');&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;og-text&quot;&gt;
&lt;p class=&quot;og-title&quot; data-ke-size=&quot;size16&quot;&gt;프로그래머스&lt;/p&gt;
&lt;p class=&quot;og-desc&quot; data-ke-size=&quot;size16&quot;&gt;코드 중심의 개발자 채용. 스택 기반의 포지션 매칭. 프로그래머스의 개발자 맞춤형 프로필을 등록하고, 나와 기술 궁합이 잘 맞는 기업들을 매칭 받으세요.&lt;/p&gt;
&lt;p class=&quot;og-host&quot; data-ke-size=&quot;size16&quot;&gt;programmers.co.kr&lt;/p&gt;
&lt;/div&gt;
&lt;/a&gt;&lt;/figure&gt;
&lt;/div&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;문제 설명&lt;/h2&gt;
&lt;div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;단어 s의 가운데 글자를 반환하는 함수, solution을 만들어 보세요. 단어의 길이가 짝수라면 가운데 두글자를 반환하면 됩니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;제한 조건&lt;/h2&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;s는 길이가 1 이상, 100이하인 스트링입니다.&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;입출력 예&lt;/h2&gt;
&lt;table style=&quot;border-collapse: collapse; width: 100%;&quot; border=&quot;1&quot; data-ke-align=&quot;alignLeft&quot; data-ke-style=&quot;style8&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 49.8837%;&quot;&gt;s&lt;/td&gt;
&lt;td style=&quot;width: 50.1163%;&quot;&gt;return&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 49.8837%;&quot;&gt;&quot;abcde&quot;&lt;/td&gt;
&lt;td style=&quot;width: 50.1163%;&quot;&gt;&quot;c&quot;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 49.8837%;&quot;&gt;&quot;qwer&quot;&lt;/td&gt;
&lt;td style=&quot;width: 50.1163%;&quot;&gt;&quot;we&quot;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;해결&lt;/h2&gt;
&lt;/div&gt;
&lt;pre id=&quot;code_1675695824626&quot; class=&quot;java&quot; data-ke-language=&quot;java&quot; data-ke-type=&quot;codeblock&quot;&gt;&lt;code&gt;class Solution {
    public String solution(String s) {
        String answer = &quot;&quot;;
        int length = s.length() / 2;
        int isOdd = s.length() % 2 != 0 ? 1 : 0;
                
        if(isOdd == 1) answer = s.substring(length,length+1);
        if(isOdd == 0) answer = s.substring(length-1,length+1);
        
        return answer;
    }
}&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;</description>
      <category>알고리즘</category>
      <author>달나라 곰돌이</author>
      <guid isPermaLink="true">https://helloworld-88.tistory.com/303</guid>
      <comments>https://helloworld-88.tistory.com/303#entry303comment</comments>
      <pubDate>Wed, 13 May 2020 23:45:38 +0900</pubDate>
    </item>
    <item>
      <title>[알고리즘Lv1] 2016년</title>
      <link>https://helloworld-88.tistory.com/302</link>
      <description>&lt;h2 data-ke-size=&quot;size26&quot;&gt;알고리즘 사이트&lt;/h2&gt;
&lt;div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;a href=&quot;https://school.programmers.co.kr/learn/courses/30/lessons/12901&quot;&gt;프로그래머스 문제로 이동&lt;/a&gt;&lt;/p&gt;
&lt;figure id=&quot;og_1675695592362&quot; contenteditable=&quot;false&quot; data-ke-type=&quot;opengraph&quot; data-ke-align=&quot;alignCenter&quot; data-og-type=&quot;website&quot; data-og-title=&quot;프로그래머스&quot; data-og-description=&quot;코드 중심의 개발자 채용. 스택 기반의 포지션 매칭. 프로그래머스의 개발자 맞춤형 프로필을 등록하고, 나와 기술 궁합이 잘 맞는 기업들을 매칭 받으세요.&quot; data-og-host=&quot;programmers.co.kr&quot; data-og-source-url=&quot;https://school.programmers.co.kr/learn/courses/30/lessons/12901&quot; data-og-url=&quot;https://programmers.co.kr/&quot; data-og-image=&quot;https://scrap.kakaocdn.net/dn/dnXlHy/hyRwuVII01/dHcdiT3Q5inmAuhjVyOYL1/img.png?width=1200&amp;amp;height=630&amp;amp;face=0_0_1200_630,https://scrap.kakaocdn.net/dn/h6oSc/hyRwuIcE1M/DepANBCPkkWvmkuIWCTcQ0/img.png?width=1200&amp;amp;height=630&amp;amp;face=0_0_1200_630&quot;&gt;&lt;a href=&quot;https://school.programmers.co.kr/learn/courses/30/lessons/12901&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot; data-source-url=&quot;https://school.programmers.co.kr/learn/courses/30/lessons/12901&quot;&gt;
&lt;div class=&quot;og-image&quot; style=&quot;background-image: url('https://scrap.kakaocdn.net/dn/dnXlHy/hyRwuVII01/dHcdiT3Q5inmAuhjVyOYL1/img.png?width=1200&amp;amp;height=630&amp;amp;face=0_0_1200_630,https://scrap.kakaocdn.net/dn/h6oSc/hyRwuIcE1M/DepANBCPkkWvmkuIWCTcQ0/img.png?width=1200&amp;amp;height=630&amp;amp;face=0_0_1200_630');&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;og-text&quot;&gt;
&lt;p class=&quot;og-title&quot; data-ke-size=&quot;size16&quot;&gt;프로그래머스&lt;/p&gt;
&lt;p class=&quot;og-desc&quot; data-ke-size=&quot;size16&quot;&gt;코드 중심의 개발자 채용. 스택 기반의 포지션 매칭. 프로그래머스의 개발자 맞춤형 프로필을 등록하고, 나와 기술 궁합이 잘 맞는 기업들을 매칭 받으세요.&lt;/p&gt;
&lt;p class=&quot;og-host&quot; data-ke-size=&quot;size16&quot;&gt;programmers.co.kr&lt;/p&gt;
&lt;/div&gt;
&lt;/a&gt;&lt;/figure&gt;
&lt;/div&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;문제 설명&lt;/h2&gt;
&lt;div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;2016년 1월 1일은 금요일입니다. 2016년 a월 b일은 무슨 요일일까요? 두 수 a ,b를 입력받아 2016년 a월 b일이 무슨 요일인지 리턴하는 함수, solution을 완성하세요. 요일의 이름은 일요일부터 토요일까지 각각&lt;span&gt;&amp;nbsp;&lt;/span&gt;SUN,MON,TUE,WED,THU,FRI,SAT&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;입니다. 예를 들어 a=5, b=24라면 5월 24일은 화요일이므로 문자열 &quot;TUE&quot;를 반환하세요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;제한 조건&lt;/h2&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;2016년은 윤년입니다.&lt;/li&gt;
&lt;li&gt;2016년 a월 b일은 실제로 있는 날입니다. (13월 26일이나 2월 45일같은 날짜는 주어지지 않습니다)&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;입출력 예&lt;/h2&gt;
&lt;table style=&quot;border-collapse: collapse; width: 100%;&quot; border=&quot;1&quot; data-ke-align=&quot;alignLeft&quot; data-ke-style=&quot;style8&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 33.1395%;&quot;&gt;a&lt;/td&gt;
&lt;td style=&quot;width: 32.6744%;&quot;&gt;b&lt;/td&gt;
&lt;td style=&quot;width: 34.186%;&quot;&gt;result&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 33.1395%;&quot;&gt;5&lt;/td&gt;
&lt;td style=&quot;width: 32.6744%;&quot;&gt;24&lt;/td&gt;
&lt;td style=&quot;width: 34.186%;&quot;&gt;&quot;TUE&quot;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;해결&lt;/h2&gt;
&lt;/div&gt;
&lt;pre id=&quot;code_1675695570263&quot; class=&quot;java&quot; data-ke-language=&quot;java&quot; data-ke-type=&quot;codeblock&quot;&gt;&lt;code&gt;class Solution {
    public String solution(int a, int b) {
        int month = a;
        int day = b;
        String answer = &quot;&quot;;
        int[] numberOfMonths = {31,29,31,30,31,30,31,31,30,31,30,31};
        String[] today ={&quot;FRI&quot;,&quot;SAT&quot;,&quot;SUN&quot;,&quot;MON&quot;,&quot;TUE&quot;,&quot;WED&quot;,&quot;THU&quot;};
        int sumNumber = 0;
        
        for(int i = 0 ; i&amp;lt; month-1; i++){
            sumNumber += numberOfMonths[i];
        }
        
        sumNumber += day-1;
        answer = today[sumNumber %7];

        return answer;
    }
}&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;</description>
      <category>알고리즘</category>
      <author>달나라 곰돌이</author>
      <guid isPermaLink="true">https://helloworld-88.tistory.com/302</guid>
      <comments>https://helloworld-88.tistory.com/302#entry302comment</comments>
      <pubDate>Mon, 11 May 2020 21:56:31 +0900</pubDate>
    </item>
    <item>
      <title>[알고리즘Lv1] 폰켓몬</title>
      <link>https://helloworld-88.tistory.com/301</link>
      <description>&lt;h2 data-ke-size=&quot;size26&quot;&gt;알고리즘 사이트&lt;/h2&gt;
&lt;div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;a href=&quot;https://school.programmers.co.kr/learn/courses/30/lessons/1845&quot;&gt;프로그래머스 문제로 이동&lt;/a&gt;&lt;/p&gt;
&lt;figure id=&quot;og_1675695248427&quot; contenteditable=&quot;false&quot; data-ke-type=&quot;opengraph&quot; data-ke-align=&quot;alignCenter&quot; data-og-type=&quot;website&quot; data-og-title=&quot;프로그래머스&quot; data-og-description=&quot;코드 중심의 개발자 채용. 스택 기반의 포지션 매칭. 프로그래머스의 개발자 맞춤형 프로필을 등록하고, 나와 기술 궁합이 잘 맞는 기업들을 매칭 받으세요.&quot; data-og-host=&quot;programmers.co.kr&quot; data-og-source-url=&quot;https://school.programmers.co.kr/learn/courses/30/lessons/1845&quot; data-og-url=&quot;https://programmers.co.kr/&quot; data-og-image=&quot;https://scrap.kakaocdn.net/dn/dl8IBP/hyRwELhjb3/McrOlr7aIMmKklpkNrqUtK/img.png?width=1200&amp;amp;height=630&amp;amp;face=0_0_1200_630,https://scrap.kakaocdn.net/dn/byUXMH/hyRwFi7HrP/Hok0RQxRIOgUNtwDkTPQmK/img.png?width=1200&amp;amp;height=630&amp;amp;face=0_0_1200_630&quot;&gt;&lt;a href=&quot;https://school.programmers.co.kr/learn/courses/30/lessons/1845&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot; data-source-url=&quot;https://school.programmers.co.kr/learn/courses/30/lessons/1845&quot;&gt;
&lt;div class=&quot;og-image&quot; style=&quot;background-image: url('https://scrap.kakaocdn.net/dn/dl8IBP/hyRwELhjb3/McrOlr7aIMmKklpkNrqUtK/img.png?width=1200&amp;amp;height=630&amp;amp;face=0_0_1200_630,https://scrap.kakaocdn.net/dn/byUXMH/hyRwFi7HrP/Hok0RQxRIOgUNtwDkTPQmK/img.png?width=1200&amp;amp;height=630&amp;amp;face=0_0_1200_630');&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;og-text&quot;&gt;
&lt;p class=&quot;og-title&quot; data-ke-size=&quot;size16&quot;&gt;프로그래머스&lt;/p&gt;
&lt;p class=&quot;og-desc&quot; data-ke-size=&quot;size16&quot;&gt;코드 중심의 개발자 채용. 스택 기반의 포지션 매칭. 프로그래머스의 개발자 맞춤형 프로필을 등록하고, 나와 기술 궁합이 잘 맞는 기업들을 매칭 받으세요.&lt;/p&gt;
&lt;p class=&quot;og-host&quot; data-ke-size=&quot;size16&quot;&gt;programmers.co.kr&lt;/p&gt;
&lt;/div&gt;
&lt;/a&gt;&lt;/figure&gt;
&lt;/div&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;문제 설명&lt;/h2&gt;
&lt;div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;당신은 폰켓몬을 잡기 위한 오랜 여행 끝에, 홍 박사님의 연구실에 도착했습니다. 홍 박사님은 당신에게 자신의 연구실에 있는 총 N 마리의 폰켓몬 중에서 N/2마리를 가져가도 좋다고 했습니다.&lt;br /&gt;홍 박사님 연구실의 폰켓몬은 종류에 따라 번호를 붙여 구분합니다. 따라서 같은 종류의 폰켓몬은 같은 번호를 가지고 있습니다. 예를 들어 연구실에 총 4마리의 폰켓몬이 있고, 각 폰켓몬의 종류 번호가 [3번, 1번, 2번, 3번]이라면 이는 3번 폰켓몬 두 마리, 1번 폰켓몬 한 마리, 2번 폰켓몬 한 마리가 있음을 나타냅니다. 이때, 4마리의 폰켓몬 중 2마리를 고르는 방법은 다음과 같이 6가지가 있습니다.&lt;/p&gt;
&lt;ol style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;첫 번째(3번), 두 번째(1번) 폰켓몬을 선택&lt;/li&gt;
&lt;li&gt;첫 번째(3번), 세 번째(2번) 폰켓몬을 선택&lt;/li&gt;
&lt;li&gt;첫 번째(3번), 네 번째(3번) 폰켓몬을 선택&lt;/li&gt;
&lt;li&gt;두 번째(1번), 세 번째(2번) 폰켓몬을 선택&lt;/li&gt;
&lt;li&gt;두 번째(1번), 네 번째(3번) 폰켓몬을 선택&lt;/li&gt;
&lt;li&gt;세 번째(2번), 네 번째(3번) 폰켓몬을 선택&lt;/li&gt;
&lt;/ol&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이때, 첫 번째(3번) 폰켓몬과 네 번째(3번) 폰켓몬을 선택하는 방법은 한 종류(3번 폰켓몬 두 마리)의 폰켓몬만 가질 수 있지만, 다른 방법들은 모두 두 종류의 폰켓몬을 가질 수 있습니다. 따라서 위 예시에서 가질 수 있는 폰켓몬 종류 수의 최댓값은 2가 됩니다.&lt;br /&gt;당신은 최대한 다양한 종류의 폰켓몬을 가지길 원하기 때문에, 최대한 많은 종류의 폰켓몬을 포함해서 N/2마리를 선택하려 합니다. N마리 폰켓몬의 종류 번호가 담긴 배열 nums가 매개변수로 주어질 때, N/2마리의 폰켓몬을 선택하는 방법 중, 가장 많은 종류의 폰켓몬을 선택하는 방법을 찾아, 그때의 폰켓몬 종류 번호의 개수를 return 하도록 solution 함수를 완성해주세요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;제한 조건&lt;/h2&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;nums는 폰켓몬의 종류 번호가 담긴 1차원 배열입니다.&lt;/li&gt;
&lt;li&gt;nums의 길이(N)는 1 이상 10,000 이하의 자연수이며, 항상 짝수로 주어집니다.&lt;/li&gt;
&lt;li&gt;폰켓몬의 종류 번호는 1 이상 200,000 이하의 자연수로 나타냅니다.&lt;/li&gt;
&lt;li&gt;가장 많은 종류의 폰켓몬을 선택하는 방법이 여러 가지인 경우에도, 선택할 수 있는 폰켓몬 종류 개수의 최댓값 하나만 return 하면 됩니다.&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;입출력 예&lt;/h2&gt;
&lt;table style=&quot;border-collapse: collapse; width: 100%;&quot; border=&quot;1&quot; data-ke-align=&quot;alignLeft&quot; data-ke-style=&quot;style8&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 48.3721%;&quot;&gt;&lt;span&gt;nums&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;width: 51.5116%;&quot;&gt;result&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 48.3721%;&quot;&gt;[3,1,2,3]&lt;/td&gt;
&lt;td style=&quot;width: 51.5116%;&quot;&gt;2&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 48.3721%;&quot;&gt;[3,3,3,2,2,4]&lt;/td&gt;
&lt;td style=&quot;width: 51.5116%;&quot;&gt;3&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 48.3721%;&quot;&gt;[3,3,3,2,2,2]&lt;/td&gt;
&lt;td style=&quot;width: 51.5116%;&quot;&gt;2&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;입출력 예 설명&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;입출력 예 #1&lt;br /&gt;문제의 예시와 같습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;입출력 예 #2&lt;br /&gt;6마리의 폰켓몬이 있으므로, 3마리의 폰켓몬을 골라야 합니다.&lt;br /&gt;가장 많은 종류의 폰켓몬을 고르기 위해서는 3번 폰켓몬 한 마리, 2번 폰켓몬 한 마리, 4번 폰켓몬 한 마리를 고르면 되며, 따라서 3을 return 합니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;입출력 예 #3&lt;br /&gt;6마리의 폰켓몬이 있으므로, 3마리의 폰켓몬을 골라야 합니다.&lt;br /&gt;가장 많은 종류의 폰켓몬을 고르기 위해서는 3번 폰켓몬 한 마리와 2번 폰켓몬 두 마리를 고르거나, 혹은 3번 폰켓몬 두 마리와 2번 폰켓몬 한 마리를 고르면 됩니다. 따라서 최대 고를 수 있는 폰켓몬 종류의 수는 2입니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;해결&lt;/h2&gt;
&lt;/div&gt;
&lt;pre id=&quot;code_1675695225675&quot; class=&quot;java&quot; data-ke-language=&quot;java&quot; data-ke-type=&quot;codeblock&quot;&gt;&lt;code&gt;import java.util.*;

class Solution {
    public int solution(int[] nums) {
        int answer = 0;
        HashSet&amp;lt;Integer&amp;gt; hashSet = new HashSet&amp;lt;&amp;gt;();
        
        for(Integer item : nums){
            // HashSet은 중복값을 허용하지 않음
            hashSet.add(item);
        }
        
        answer = (nums.length / 2) &amp;lt; hashSet.size() ? (nums.length / 2) : hashSet.size(); 
        
        return answer;
    }
}&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;</description>
      <category>알고리즘</category>
      <author>달나라 곰돌이</author>
      <guid isPermaLink="true">https://helloworld-88.tistory.com/301</guid>
      <comments>https://helloworld-88.tistory.com/301#entry301comment</comments>
      <pubDate>Sun, 10 May 2020 22:29:52 +0900</pubDate>
    </item>
    <item>
      <title>[기본] 디자인패턴 이란?</title>
      <link>https://helloworld-88.tistory.com/291</link>
      <description>&lt;h3 data-ke-size=&quot;size23&quot;&gt;&lt;span&gt;디자인패턴&lt;/span&gt;&lt;/h3&gt;
&lt;blockquote data-ke-style=&quot;style2&quot;&gt;&lt;span&gt;디자인 패턴이란?&lt;/span&gt;&lt;/blockquote&gt;
&lt;p&gt;&lt;span&gt;&lt;span&gt;소프트웨어 개발 방법에서 사용되는 디자인 패턴은 프로그램 개발에서 자주 나타나는 과제를 해결하기 위한 방법 중 하나로, 과거의 소프트웨어 개발 과정에서 발견된 설계의 노하우를 축적하여 이름을 붙여, 이후에 재이용하기 좋은 형태로 특정의 규약을 묶어서 정리한 것이다. 알고리즘과 같이 프로그램 코드로 바로 변환될 수 있는 형태는 아니지만, 특정한 상황에서 구조적인 문제를 해결하는 방식&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;간단히 말해 소프트웨어 설계할 때 또는 프로그램 개발과정에서 특정 부분에서 많이 발생하는 문제를 정리하여 &lt;/span&gt;&lt;span&gt;상황에 따라 해결할 수 있는 해결책(패턴)&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p data-ke-size=&quot;size14&quot;&gt;&lt;span style=&quot;color: #666666;&quot;&gt;&lt;i&gt;※ 패턴 &lt;/i&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;color: #666666;&quot;&gt;&lt;i&gt;다양한&amp;nbsp;소프트웨어들로&amp;nbsp;각기&amp;nbsp;다른&amp;nbsp;프로그램을&amp;nbsp;개발하는&amp;nbsp;과정에서&amp;nbsp;공통적인&amp;nbsp;문제점&amp;nbsp;또는&amp;nbsp;유사한&amp;nbsp;문제점이&amp;nbsp;존재하고&amp;nbsp;이를&amp;nbsp;처리하는&amp;nbsp;과정도&amp;nbsp;공통점이&amp;nbsp;있는데&amp;nbsp;이러한&amp;nbsp;유사점을&amp;nbsp;패턴이라&amp;nbsp;한다.&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p data-ke-size=&quot;size14&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;blockquote data-ke-style=&quot;style2&quot;&gt;&lt;span&gt;​&lt;/span&gt;&lt;span&gt;디자인패턴구조​&lt;/span&gt;&lt;/blockquote&gt;
&lt;p&gt;&lt;b&gt;&lt;span&gt;&lt;span&gt;콘텍스트&lt;/span&gt;&lt;/span&gt;&lt;span&gt;&lt;span&gt;(context)&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;문제가 발생하는 여러 상황. 즉, 패턴이 적용될 수 있는 상황을 말함&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;경우에 따라서는 패턴이 유용하지 못한 상황을 말하기도 함&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;​&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;span&gt;문제&lt;/span&gt;&lt;span&gt;(problem)&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;패턴이 적용되어 해결될 필요가 있는 여러 디자인 이슈들을 말함&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;이때 여러 제약 사항과 영향력도 문제 해결을 위해 고려해야 함&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;​&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;span&gt;해결&lt;/span&gt;&lt;span&gt;(solution)&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;​&lt;/span&gt;&lt;span&gt;문제를 해결하도록 설계를 구성하는 요소들과 그 요소들 사이의 관계, 책임, 협력 관계를 말함&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;해결은 반드시 구체적인 구현 방법이나 언어에 의존적이지 않으며 다양한 상황에 적용할 수 있는 일종의 템플릿&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;blockquote data-ke-style=&quot;style2&quot;&gt;&lt;span style=&quot;color: #666666;&quot;&gt;디자인패턴종류&lt;br /&gt;&lt;/span&gt;&lt;/blockquote&gt;
&lt;p&gt;&lt;b&gt;GoF(Gang&amp;nbsp;of&amp;nbsp;Four)&amp;nbsp;디자인&amp;nbsp;패턴&lt;/b&gt;이라고 불리며, 4명의 유명한 개발자들에 의해 고안되었다&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;table style=&quot;border-collapse: collapse; width: 100%;&quot; border=&quot;1&quot; data-ke-style=&quot;style11&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;span style=&quot;color: #333333;&quot;&gt;생성 (Creational) 패턴&lt;/span&gt;&lt;/td&gt;
&lt;td&gt;&lt;span style=&quot;color: #333333;&quot;&gt;구조 (Structural) 패턴&lt;/span&gt;&lt;/td&gt;
&lt;td&gt;&lt;span style=&quot;color: #333333;&quot;&gt;행동 (Behavioral) 패턴&lt;/span&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;싱글톤 (Singleton)&lt;/td&gt;
&lt;td&gt;어댑터 (Adapter)&lt;/td&gt;
&lt;td&gt;스트레티지 (Strategy)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;팩토리 메쏘드 (Factory Methods)&lt;/td&gt;
&lt;td&gt;브리지 (Bridge)&lt;/td&gt;
&lt;td&gt;템플릿 메쏘드 (Template Meothods)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;추상 팩토리 메쏘드 (Abstract Factory Methods)&lt;/td&gt;
&lt;td&gt;컴퍼지트 (Composite)&lt;/td&gt;
&lt;td&gt;옵저버 (Observer)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;빌더 (Builder)&lt;/td&gt;
&lt;td&gt;데코레이터 (Decorator)&lt;/td&gt;
&lt;td&gt;스테이트 (State)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;프로토타입 (Prototype)&lt;/td&gt;
&lt;td&gt;퍼사드 (Facade)&lt;/td&gt;
&lt;td&gt;비지터 (Visitor)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&amp;nbsp;&lt;/td&gt;
&lt;td&gt;플라이웨이트 (Flyweight)&lt;/td&gt;
&lt;td&gt;커맨드 (Command)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&amp;nbsp;&lt;/td&gt;
&lt;td&gt;프록시 (Proxy)&lt;/td&gt;
&lt;td&gt;인터프리터 (Interpreter)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&amp;nbsp;&lt;/td&gt;
&lt;td&gt;&amp;nbsp;&lt;/td&gt;
&lt;td&gt;이터레이터 (Iterator)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&amp;nbsp;&lt;/td&gt;
&lt;td&gt;&amp;nbsp;&lt;/td&gt;
&lt;td&gt;미디에이터 (Mediator)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&amp;nbsp;&lt;/td&gt;
&lt;td&gt;&amp;nbsp;&lt;/td&gt;
&lt;td&gt;메멘토 (Memento)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&amp;nbsp;&lt;/td&gt;
&lt;td&gt;&amp;nbsp;&lt;/td&gt;
&lt;td&gt;책임 연쇄 (Chain of Responsibility)&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;span&gt;1. 생성(Creational) 패턴&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;객체 생성에 관련된 패턴&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;객체의 생성과 조합을 캡슐화해 특정 객체가 생성되거나 변경되어도 프로그램 구조에 영향을 크게 받지 않도록 유연성을 제공&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;​&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;span&gt;1) 추상 팩토리(Abstract Factory)&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;구제적인 클래스에 의존하지 않고 서로 연관되거나 의존적인 객체들의 조합을 만드는 인터페이스를 제공하는 패턴&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;​&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;span&gt;2) 팩토리 메서드(Factory Method)&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;객체 생성 처리를 서브 클래스로 분리해 처리하도록 캡슐화하는 패턴&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;​&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;span&gt;3) 싱글턴(Singleton)&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;전역 변수를 사용하지 않고 객체를 하나만 생성하도록 하며, 생성된 객체를 어디에서든지 참조할 수 있도록 하는 패턴&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;​&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;span&gt;2. 구조(Structural) 패턴&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;클래스나 객체를 조합해 더 큰 구조를 만드는 패턴&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;예를 들어 서로 다른 인터페이스를 지닌 2개의 객체를 묶어 단일 인터페이스를 제공하거나 객체들을 서로 묶어 새로운 기능을 제공하는 패턴​​&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;​&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;span&gt;1) 컴퍼지트(Composite)&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;여러 개의 객체들로 구성된 복합 객체와 단일 객체를 클라이언트에서 구별 없이 다루게 해주는 패턴&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;​&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;span&gt;2) 데커레이터(Decorator)&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;객체의 결합을 통해 기능을 동적으로 유연하게 확장할 수 있게 해주는 패턴&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;​&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;span&gt;3. 행위(Behavioral) 패턴&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;객체나 클래스 사이의 알고리즘이나 책임 분배에 관련된 패턴&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;한 객체가 혼자 수행할 수 없는 작업을 여러 개의 객체로 어떻게 분배하는지, 또 그렇게 하면서도 객체 사이의 결합도를 최소화하는 것에 중점을 둔다​&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;​&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;span&gt;1) 옵서버(Observer)&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;한 객체의 상태 변화에 따라 다른 객체의 상태도 연동되도록 일대다 객체 의존 관계를 구성하는 패턴&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;​&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;span&gt;2) 스테이트(State)&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;객체의 상태에 따라 객체의 행위 내용을 변경해주는 패턴&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;​&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;span&gt;3) 스트래티지(Strategy)&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;행위를 클래스로 캡슐화해 동적으로 행위를 자유롭게 바꿀 수 있게 해주는 패턴&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;​&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;span&gt;4) 템플릿 메서드(Template Method)&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;어떤 작업을 처리하는 일부분을 서브 클래스로 캡슐화해 전체 일을 수행하는 구조는 바꾸지 않으면서 특정 단계에서 수행하는 내역을 바꾸는 패턴&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;​&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;b&gt;&lt;span&gt;5) 커맨드(Command)&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;실행될 기능을 캡슐화함으로써 주어진 여러 기능을 실행할 수 있는 재사용성이 높은 클래스를 설계하는 패턴​&lt;/span&gt;&lt;/p&gt;</description>
      <author>달나라 곰돌이</author>
      <guid isPermaLink="true">https://helloworld-88.tistory.com/291</guid>
      <comments>https://helloworld-88.tistory.com/291#entry291comment</comments>
      <pubDate>Wed, 15 Apr 2020 20:19:03 +0900</pubDate>
    </item>
    <item>
      <title>[기본] 소켓(SOCKET)통신 이란?</title>
      <link>https://helloworld-88.tistory.com/215</link>
      <description>&lt;h3&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;소켓통신&lt;/span&gt;&lt;/h3&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;h4&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;소켓(SOCKET)이란?&lt;/span&gt;&lt;/h4&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;p&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;소켓(Socket)은 프로세스가 드넓은 네트워크 세계&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;로 데이터를 내보내거나 혹은 그 세계로부터 데이터를 받기 위한 실제적인 창구 역할을 한다. &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;그러므로&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt; 프로세스가 데이터를 보내거나 받기 위해서는 반드시 소켓을 열어서 소켓에 데이터를 써보내거나 소켓으로부터 데이터를 읽어들여야 한다.&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;소켓은은 프로토콜, IP 주소, 포트 넘버로 정의된다.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;i&gt;&lt;span style=&quot;color: rgb(140, 140, 140); font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;* 프로토콜&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;i&gt;&lt;span style=&quot;color: rgb(140, 140, 140); font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;프로토콜은 원래 외교상의 언어로써 의례나 국가간에 약속을 의미하며, 통신에서는 어떤 시스템이 다른 시스템과 통신을 원활하게 수용하도록 해주는 통신 규약, 약속&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;i&gt;&lt;span style=&quot;color: rgb(140, 140, 140); font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;* IP&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;i&gt;&lt;span style=&quot;color: rgb(140, 140, 140); font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;전 세계 컴퓨터에 부여된 고유의 식별 주소&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;i&gt;&lt;span style=&quot;color: rgb(140, 140, 140); font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;* 포트&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;i&gt;&lt;span style=&quot;color: rgb(140, 140, 140); font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;포트(Port)는 네트워크 상에서 통신하기 위해서 호스트 내부적으로 프로세스가 할당받아야 하는 고유한 숫자이다. 한 호스트 내에서 네트워크 통신을 하고 있는 프로세스를 식별하기 위해 사용되는 값이므로, 같은 호스트 내에서 서로 다른 프로세스가 같은 포트 넘버를 가질 수 없다. 즉, 같은 컴퓨터 내에서 프로그램을 식별하는 번호이다.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;p&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;다시말해 소켓이은 떨어져 있는 두 호스트를 연결해주는 도구로써 인터페이스의 역할을 하는데 데이터를 주고 받을 수 있는 구조체로 소켓을 통해 데이터 통로가 만들어 진다. 이러한 소켓은 역할에 따라 서버 소켓, 클라이언트 소켓으로 구분된다.&lt;/span&gt;&lt;/p&gt;&lt;div&gt;&lt;h4&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;소켓통신의 흐름&lt;/span&gt;&lt;/h4&gt;&lt;p&gt;&lt;img src=&quot;data:image/png;base64,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&quot; alt=&quot;&quot;&gt;&lt;/p&gt;&lt;/div&gt;&lt;div style=&quot;clear: none; float: none; text-align: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;clear: both; float: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;clear: both; float: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;서버 (Server)&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;클라이언트 소켓의 연결 요청을 대기하고, 연결 요청이 오면 클라이언트 소켓을 생성하여 통신이 가능하게 한다&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;1) socket() 함수를 이용하여 소켓을 생성&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;2) bind() 함수로 ip와 port 번호를 설정하게 됩니다.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;3) listen() 함수로 클라이언트의 접근 요청에 수신 대기열을 만들어 몇 개의 클라이언트를 대기 시킬지 결정&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;4) accept() 함수를 사용하여 클라이언트와의 연결을 기다림&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;클라이언트 (Client)&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;실제로 데이터 송수신이 일어나는 것은 클라이언트 소켓이다.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;1) socket() 함수로 가장먼저 소켓을 연다.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;2) connect() 함수를 이용하여 통신 할 서버의 설정된 ip와 port 번호에 통신을 시도&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;3) 통신을 시도 시, 서버가 accept() 함수를 이용하여 클라이언트의 socket descriptor를 반환&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;4) 이를 통해 클라이언트와 서버가 서로 read(), write() 를 하며 통신 (이 과정이 반복)&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;h4&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;소켓종류&lt;/span&gt;&lt;/h4&gt;&lt;div&gt;&lt;div&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;스트림 (TCP)&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;- 양방향으로 바이트 스트림을 전송, 연결 지향성&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;- 오류 수정, 정송처리, 흐름제어 보장&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;- 송신된 순서에 따라 중복되지 않게 데이터를 수신 → 오버헤드가 발생&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;- 소량의 데이터보다 대량의 데이터 전송에 적합 → TCP를 사용&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;데이터그램 (UDP)&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;- 비연결형소켓&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;- 데이터의 크기에 제한이 있음&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;- 확실하게 전달이 보장되지 않음, 데이터가 손실돼도 오류가 발생하지 않음&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;- 실시간 멀티미디어 정보를 처리하기 위해 주로 사용 ex) 전화&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;h4&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;HTTP 통신과 SOCKET 통신의 비교&lt;/span&gt;&lt;/h4&gt;&lt;p&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;HTTP 통신&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;- Client의 요청(Request)이 있을 때만 서버가 응답(Response)하여 해당 정보를 전송하고 곧바로 연결을 종료하는 방식&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;HTTP 통신의 특징&lt;/b&gt;&lt;/p&gt;&lt;div&gt;- Client가 요청을 보내는 경우에만 Server가 응답하는 단방향 통신이다.&lt;/div&gt;&lt;div&gt;- Server로부터 응답을 받은 후에는 연결이 바로 종료된다.&amp;nbsp;&lt;/div&gt;&lt;div&gt;- 실시간 연결이 아니고, 필요한 경우에만 Server로 요청을 보내는 상황에 유용하다.&lt;/div&gt;&lt;div&gt;- 요청을 보내 Server의 응답을 기다리는 어플리케이션의 개발에 주로 사용된다.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;SOCKET 통신&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;- Server와 Client가 특정 Port를 통해 실시간으로 양방향 통신을 하는 방식&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;SOCKET 통신의 특징&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;- Server와 Client가 계속 연결을 유지하는 양방향 통신이다.&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;- Server와 Client가 실시간으로 데이터를 주고받는 상황이 필요한 경우에 사용된다.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: &amp;quot;맑은 고딕&amp;quot;, sans-serif;&quot;&gt;- 실시간 동영상 Streaming이나 온라인 게임 등과 같은 경우에 자주 사용된다.&lt;/span&gt;&lt;/div&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;</description>
      <author>달나라 곰돌이</author>
      <guid isPermaLink="true">https://helloworld-88.tistory.com/215</guid>
      <comments>https://helloworld-88.tistory.com/215#entry215comment</comments>
      <pubDate>Wed, 23 Oct 2019 13:25:05 +0900</pubDate>
    </item>
    <item>
      <title>[Docker] 도커란?</title>
      <link>https://helloworld-88.tistory.com/210</link>
      <description>&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img 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&quot; alt=&quot;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;h3&gt;도커란?&lt;/h3&gt;&lt;h4&gt;도커&lt;/h4&gt;&lt;p&gt;도커란 컨테이너 기반의 오픈소스 가상화 플랫폼으로 환경 분리를 도와준다.&lt;/p&gt;&lt;p&gt;ex) 나의 작업 환경은 윈도우고, 서버는 리눅스일때 작업물을 서버에 올렸는데 작동하지 않는경우&amp;nbsp;&lt;/p&gt;&lt;p&gt;이때 도커를 통해 다른 머신에서도 같은 환경을 조성해 줄 수 있다.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;h4&gt;도커의 특징&lt;/h4&gt;&lt;div&gt;&lt;ol style=&quot;list-style-type: decimal;&quot;&gt;&lt;li&gt;하이퍼바이저(Hypervisor) 없이 리눅스 컨테이너(LXC) 기술을 바탕으로 애플리케이션을 격리된 상태에서 실행하는 가상화 솔루션&lt;/li&gt;&lt;li&gt;플랫폼에 상관없이 실행될 수 있는 애플리케이션 컨테이너를 만드는 기술&lt;/li&gt;&lt;li&gt;리눅스 컨테이너 기술을 바탕으로 애플리케이션을 격리된 상태에서 실행하는 가상화 솔루션&lt;/li&gt;&lt;li&gt;리눅스 컨테이너 가상화 기술을 활용하여 애플리케이션 샌드박스를 자동 생성하는 기술&lt;/li&gt;&lt;/ol&gt;&lt;/div&gt;&lt;h4&gt;도커의 장점&lt;/h4&gt;&lt;p&gt;&lt;b&gt;1. 빠르고 가벼운 가상화 솔루션&lt;/b&gt;&lt;/p&gt;&lt;p&gt;호스트의 운영체제를 공유해 필요한 최소한의 리소스만 할당받아 동작하는 방식으로 단일 호스트에서 다중 워크로드를 구동할 수 있기 때문에 하이퍼바이저 기반 가상화솔루션에 비해 훨씬 더 가볍게 가상화 환경을 구성할 수 있다.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;2. 개발자에게 자유로운 개발보장&lt;/b&gt;&lt;/p&gt;&lt;p&gt;개발 언어나 툴에 상관없이 어떠한 애플리케이션이라도 만들 수 있으며, Docker에서 만들어진 애플리케이션은 이동성이 좋아지고 어디서나 실행될 수 있다.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;3. 뛰어난 보안성&lt;/b&gt;&lt;/p&gt;&lt;p&gt;서비스가 해킹도더라도 격리되어있어 원래의 서버에 영향을 미치지 않는 구조로 되어있다.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;h4&gt;도커 이미지&lt;/h4&gt;&lt;ul style=&quot;list-style-type: square;&quot;&gt;&lt;li&gt;이미지는 컨테이너를 생성할 때 필요한 요소이며, 가상 머신을 생성할 때 사용하는 ISO 파일과 비슷한 개념&lt;/li&gt;&lt;li&gt;컨테이너 실행에 필요한 파일과 설정값등을 포함하고 있는 것으로 상태값을 가지지 않고, 변하지 않는다.&lt;/li&gt;&lt;li&gt;컨테이너는 이미지를 실행한 상태라고 볼 수 있고 한 이미지로 여러개의 컨테이너를 생성할 수 있다.&lt;/li&gt;&lt;li&gt;이미지는 컨테이너를 실행하기 위한 모든 정보를 가지고 있기 때문에 더 이상 의존성 파일을 컴파일 하고 이것저것 설치할 필요가 없다.&lt;/li&gt;&lt;li&gt;docker 이미지는 docker hub에 등록하거나, docker registry 저장소를 직접 만들어 관리할 수 있다.&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;h4&gt;도커 이미지파일&lt;/h4&gt;&lt;ul style=&quot;list-style-type: square;&quot;&gt;&lt;li&gt;이미지를 만들기 위해 dockerfile이라는 파일에 DSL(Domain-specific-language 언어를 이용하여 이미지 생성과정을 적는다.)&amp;nbsp;&lt;/li&gt;&lt;li&gt;docker에서 사용하고 싶은 환경을 설정한다.(우분투, 파이썬, 깃 등)&lt;/li&gt;&lt;li&gt;이 파일을 통해 로컬에서와 서버에서 같은 환경을 조성해준다.&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;h4&gt;도커 컨테이너&lt;/h4&gt;&lt;ul style=&quot;list-style-type: square;&quot;&gt;&lt;li&gt;도커 컨테이너는 이미지가 실행된 상태를 뜻한다.&amp;nbsp;&lt;/li&gt;&lt;li&gt;도커 이미지를 기반으로 생성되며, 파일 시스템과 애플리케이션이 구체화돼 실행되는 상태. 즉, Dockerfile 을 실행시키면 도커 컨테이너가 되는것이다.&lt;/li&gt;&lt;li&gt;이미지 하나로는 수백개의 컨테이너를 생성할 수 있다. 마치 이 관계는 실행파일과 프로세스의 관계 같은 것이다.&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;h4&gt;도커&amp;nbsp;동작방식&lt;/h4&gt;&lt;p&gt;&lt;img src=&quot;data:image/png;base64,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&quot; alt=&quot;&quot;&gt;&lt;/p&gt;&lt;ol style=&quot;list-style-type: decimal;&quot;&gt;&lt;li&gt;도커 이미지를 빌드하기 위해 Dockerfile 을 작성한다.&lt;/li&gt;&lt;li&gt;Dockerfile 과 함께 도커 빌드 요청을 보낸다.&lt;/li&gt;&lt;li&gt;도커 서버에서는 도커 이미지를 빌드하여 로컬 저장소에 저장한다.&lt;/li&gt;&lt;li&gt;도커 push 명령을 받으면 도커 서버는 로컬의 도커 이미지를 도커 레지스트리에 올린다.&lt;/li&gt;&lt;li&gt;도커 run 명령을 배포할 도커 서버에 전송한다.&lt;/li&gt;&lt;li&gt;도커 run 명령을 받은 도커 서버는 도커 레지스트리에 이미지를 로컬 저장소로 다운 받는다.&lt;/li&gt;&lt;li&gt;도커 이미지를 이용하여 컨테이너를 시작한다.&lt;/li&gt;&lt;/ol&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;h4&gt;도커와 가상머신의 차이&lt;/h4&gt;&lt;p&gt;가상 머신은 한 컴퓨터 안에 하이퍼바이저가 물리 서버 자원들을 추상화하고, 공간을 분할하여 가상머신 이라는 독립적인 가상 환경의 서버를 이용한다. 즉, 한 컴퓨터에 있는 자원을 분배하여 사용하기 때문에 성능에 대한 이슈가 발생 할 수 있다. 반면 도커는 하이퍼 바이저와 게스트 os 가 필요가 없어서 비교적 가볍고 컨테이너안 실행 환경들이 독립적으로 돌아가는것이여서 좋은 성능을 발휘할 수 있다.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;img src=&quot;data:image/png;base64,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&quot; alt=&quot;&quot;&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: 9pt;&quot;&gt;[왼쪽 가상머신&amp;nbsp;오른쪽 도커&lt;/span&gt;&lt;span style=&quot;font-size: 9pt;&quot;&gt;]&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;div&gt;&lt;div&gt;&lt;span style=&quot;font-size: 14.6667px;&quot;&gt;&lt;b&gt;도커&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: 14.6667px;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: 14.6667px;&quot;&gt;도커는 반가상화 환경보다 더 발전한 형태로 Host OS 바로 위에서 동작하기 때문에 가상머신과 Guest OS를 동작시키기 위한 가상화 비용이 발생하지 않는다.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: 14.6667px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: 14.6667px;&quot;&gt;도커 이미지에 운영을 위한 어플리케이션 및 라이브러리만 격리하여 설치 가능하며, OS 시스템 자원은 Host와 공유한다. 따라서 이미지의 용량도 가상머신을 이용할때보다 훨씬 줄어들었다.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: 14.6667px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: 14.6667px;&quot;&gt;또한 이미지 용량뿐만 아니라 하드웨어를 가상화하는 계층이 없기 때문에 메모리 접근이나 네트워크 등을 이용하는 속도가 가상머신보다 훨씬 빠른데, Docker 1.1.2 버전 기준으로 벤치마킹 당시에는 Host OS로만 동작했을때와 속도 차이가 거의 3%도 나지 않는다.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: 14.6667px;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: 14.6667px;&quot;&gt;&lt;b&gt;가상머신&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: 14.6667px;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: 14.6667px;&quot;&gt;가상 성능이 좋지 못한 단점이 있다. CPU에 가상화를 위한 기능들이 추가되긴 했지만 물리적으로 하나의 환경으로 존재하는 것을 논리적으로 가상화해야 하기 때문에 그런 작업에 필요한 비용(overhead)이 추가적으로 발생하기 때문이다.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: 14.6667px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: 14.6667px;&quot;&gt;현재는 전가상화(Full Virualization)의 느린 속도를 개선하기 위한 반가상화(Paravirtualization) 방식이 개발되었고, 현재 널리 쓰이고 있다&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;</description>
      <category>Tool/Docker</category>
      <author>달나라 곰돌이</author>
      <guid isPermaLink="true">https://helloworld-88.tistory.com/210</guid>
      <comments>https://helloworld-88.tistory.com/210#entry210comment</comments>
      <pubDate>Sun, 20 Oct 2019 10:51:01 +0900</pubDate>
    </item>
    <item>
      <title>[알고리즘Lv0] 짝수는 싫어요</title>
      <link>https://helloworld-88.tistory.com/194</link>
      <description>&lt;h2 data-ke-size=&quot;size26&quot;&gt;알고리즘 사이트&lt;/h2&gt;
&lt;div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;a href=&quot;https://school.programmers.co.kr/learn/courses/30/lessons/120813&quot;&gt;프로그래머스 문제로 이동&lt;/a&gt;&lt;/p&gt;
&lt;figure id=&quot;og_1673274628817&quot; contenteditable=&quot;false&quot; data-ke-type=&quot;opengraph&quot; data-ke-align=&quot;alignCenter&quot; data-og-type=&quot;website&quot; data-og-title=&quot;프로그래머스&quot; data-og-description=&quot;코드 중심의 개발자 채용. 스택 기반의 포지션 매칭. 프로그래머스의 개발자 맞춤형 프로필을 등록하고, 나와 기술 궁합이 잘 맞는 기업들을 매칭 받으세요.&quot; data-og-host=&quot;programmers.co.kr&quot; data-og-source-url=&quot;https://school.programmers.co.kr/learn/courses/30/lessons/120813&quot; data-og-url=&quot;https://programmers.co.kr/&quot; data-og-image=&quot;https://scrap.kakaocdn.net/dn/rThfn/hyReS9oPDG/M0xASqzVLtfNUCcruKuYyK/img.png?width=1200&amp;amp;height=630&amp;amp;face=0_0_1200_630,https://scrap.kakaocdn.net/dn/HwFEw/hyRdCN3CfH/kPqELgXSMKF2VFsmORiB7k/img.png?width=1200&amp;amp;height=630&amp;amp;face=0_0_1200_630&quot;&gt;&lt;a href=&quot;https://school.programmers.co.kr/learn/courses/30/lessons/120813&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot; data-source-url=&quot;https://school.programmers.co.kr/learn/courses/30/lessons/120813&quot;&gt;
&lt;div class=&quot;og-image&quot; style=&quot;background-image: url('https://scrap.kakaocdn.net/dn/rThfn/hyReS9oPDG/M0xASqzVLtfNUCcruKuYyK/img.png?width=1200&amp;amp;height=630&amp;amp;face=0_0_1200_630,https://scrap.kakaocdn.net/dn/HwFEw/hyRdCN3CfH/kPqELgXSMKF2VFsmORiB7k/img.png?width=1200&amp;amp;height=630&amp;amp;face=0_0_1200_630');&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;og-text&quot;&gt;
&lt;p class=&quot;og-title&quot; data-ke-size=&quot;size16&quot;&gt;프로그래머스&lt;/p&gt;
&lt;p class=&quot;og-desc&quot; data-ke-size=&quot;size16&quot;&gt;코드 중심의 개발자 채용. 스택 기반의 포지션 매칭. 프로그래머스의 개발자 맞춤형 프로필을 등록하고, 나와 기술 궁합이 잘 맞는 기업들을 매칭 받으세요.&lt;/p&gt;
&lt;p class=&quot;og-host&quot; data-ke-size=&quot;size16&quot;&gt;programmers.co.kr&lt;/p&gt;
&lt;/div&gt;
&lt;/a&gt;&lt;/figure&gt;
&lt;/div&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;문제 설명&lt;/h2&gt;
&lt;div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;정수&amp;nbsp;n이&amp;nbsp;매개변수로&amp;nbsp;주어질&amp;nbsp;때,&amp;nbsp;n&amp;nbsp;이하의&amp;nbsp;홀수가&amp;nbsp;오름차순으로&amp;nbsp;담긴&amp;nbsp;배열을&amp;nbsp;return하도록&amp;nbsp;solution&amp;nbsp;함수를&amp;nbsp;완성해주세요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;제한 조건&lt;/h2&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;1 &amp;le;&lt;span&gt;&amp;nbsp;&lt;/span&gt;n&lt;span&gt;&amp;nbsp;&lt;/span&gt;&amp;le; 100&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;입출력 예&lt;/h2&gt;
&lt;table style=&quot;border-collapse: collapse; width: 100%;&quot; border=&quot;1&quot; data-ke-align=&quot;alignLeft&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 48.4884%;&quot;&gt;n&lt;/td&gt;
&lt;td style=&quot;width: 51.3954%;&quot;&gt;result&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 48.4884%;&quot;&gt;10&lt;/td&gt;
&lt;td style=&quot;width: 51.3954%;&quot;&gt;[1, 3, 5, 7, 9]&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 48.4884%;&quot;&gt;15&lt;/td&gt;
&lt;td style=&quot;width: 51.3954%;&quot;&gt;[1, 3, 5, 7, 9, 11, 13, 15]&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;입출력 예 설명&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;입출력 #1&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;10 이하의 홀수가 담긴 배열 [1, 3, 5, 7, 9]를 return합니다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;입출력 #1&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;15 이하의 홀수가 담긴 배열 [1, 3, 5, 7, 9, 11, 13, 15]를 return합니다.&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;&amp;nbsp;&lt;/h2&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;해결&lt;/h2&gt;
&lt;/div&gt;
&lt;pre id=&quot;code_1673274610780&quot; class=&quot;java&quot; data-ke-language=&quot;java&quot; data-ke-type=&quot;codeblock&quot;&gt;&lt;code&gt;class Solution {
    public int[] solution(int n) {
        int temp = (n%2 == 0) ? n/2 : n/2+1;
        int[] answer = new int[temp];
        for(int i = 0; i &amp;lt; answer.length; i++){
            answer[i] = i * 2 + 1;
        }
        return answer;
    }
}&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;</description>
      <category>알고리즘</category>
      <author>달나라 곰돌이</author>
      <guid isPermaLink="true">https://helloworld-88.tistory.com/194</guid>
      <comments>https://helloworld-88.tistory.com/194#entry194comment</comments>
      <pubDate>Tue, 8 Oct 2019 00:07:50 +0900</pubDate>
    </item>
    <item>
      <title>[알고리즘Lv0] 최빈값 구하기</title>
      <link>https://helloworld-88.tistory.com/193</link>
      <description>&lt;h2 data-ke-size=&quot;size26&quot;&gt;알고리즘 사이트&lt;/h2&gt;
&lt;div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;a href=&quot;https://school.programmers.co.kr/learn/courses/30/lessons/120812&quot;&gt;프로그래머스 문제로 이동&lt;/a&gt;&lt;/p&gt;
&lt;figure id=&quot;og_1673274442088&quot; contenteditable=&quot;false&quot; data-ke-type=&quot;opengraph&quot; data-ke-align=&quot;alignCenter&quot; data-og-type=&quot;website&quot; data-og-title=&quot;프로그래머스&quot; data-og-description=&quot;코드 중심의 개발자 채용. 스택 기반의 포지션 매칭. 프로그래머스의 개발자 맞춤형 프로필을 등록하고, 나와 기술 궁합이 잘 맞는 기업들을 매칭 받으세요.&quot; data-og-host=&quot;programmers.co.kr&quot; data-og-source-url=&quot;https://school.programmers.co.kr/learn/courses/30/lessons/120812&quot; data-og-url=&quot;https://programmers.co.kr/&quot; data-og-image=&quot;https://scrap.kakaocdn.net/dn/s3B07/hyRdGIsPip/SKA37ff4XCtD7n5WhQJVEK/img.png?width=1200&amp;amp;height=630&amp;amp;face=0_0_1200_630&quot;&gt;&lt;a href=&quot;https://school.programmers.co.kr/learn/courses/30/lessons/120812&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot; data-source-url=&quot;https://school.programmers.co.kr/learn/courses/30/lessons/120812&quot;&gt;
&lt;div class=&quot;og-image&quot; style=&quot;background-image: url('https://scrap.kakaocdn.net/dn/s3B07/hyRdGIsPip/SKA37ff4XCtD7n5WhQJVEK/img.png?width=1200&amp;amp;height=630&amp;amp;face=0_0_1200_630');&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;og-text&quot;&gt;
&lt;p class=&quot;og-title&quot; data-ke-size=&quot;size16&quot;&gt;프로그래머스&lt;/p&gt;
&lt;p class=&quot;og-desc&quot; data-ke-size=&quot;size16&quot;&gt;코드 중심의 개발자 채용. 스택 기반의 포지션 매칭. 프로그래머스의 개발자 맞춤형 프로필을 등록하고, 나와 기술 궁합이 잘 맞는 기업들을 매칭 받으세요.&lt;/p&gt;
&lt;p class=&quot;og-host&quot; data-ke-size=&quot;size16&quot;&gt;programmers.co.kr&lt;/p&gt;
&lt;/div&gt;
&lt;/a&gt;&lt;/figure&gt;
&lt;/div&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;문제 설명&lt;/h2&gt;
&lt;div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;최빈값은&amp;nbsp;주어진&amp;nbsp;값&amp;nbsp;중에서&amp;nbsp;가장&amp;nbsp;자주&amp;nbsp;나오는&amp;nbsp;값을&amp;nbsp;의미합니다.&amp;nbsp;정수&amp;nbsp;배열&amp;nbsp;array가&amp;nbsp;매개변수로&amp;nbsp;주어질&amp;nbsp;때,&amp;nbsp;최빈값을&amp;nbsp;return&amp;nbsp;하도록&amp;nbsp;solution&amp;nbsp;함수를&amp;nbsp;완성해보세요.&amp;nbsp;최빈값이&amp;nbsp;여러&amp;nbsp;개면&amp;nbsp;-1을&amp;nbsp;return&amp;nbsp;합니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;제한 조건&lt;/h2&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;0 &amp;lt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;array의 길이 &amp;lt; 100&lt;/li&gt;
&lt;li&gt;0&amp;nbsp;&amp;le;&amp;nbsp;array의 원소 &amp;lt; 1000&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;입출력 예&lt;/h2&gt;
&lt;table style=&quot;border-collapse: collapse; width: 100%;&quot; border=&quot;1&quot; data-ke-align=&quot;alignLeft&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 49.4187%;&quot;&gt;&lt;span&gt;array&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;width: 50.4651%;&quot;&gt;result&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 49.4187%;&quot;&gt;[1, 2, 3, 3, 3, 4]&lt;/td&gt;
&lt;td style=&quot;width: 50.4651%;&quot;&gt;3&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 49.4187%;&quot;&gt;[1, 1, 2, 2]&lt;/td&gt;
&lt;td style=&quot;width: 50.4651%;&quot;&gt;-1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 49.4187%;&quot;&gt;[1]&lt;/td&gt;
&lt;td style=&quot;width: 50.4651%;&quot;&gt;1&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;입출력 예 설명&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;입출력 예 #1&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;[1, 2, 3, 3, 3, 4]에서 1은 1개 2는 1개 3은 3개 4는 1개로 최빈값은 3입니다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;입출력 예 #2&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;[1, 1, 2, 2]에서 1은 2개 2는 2개로 최빈값이 1, 2입니다. 최빈값이 여러 개이므로 -1을 return 합니다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;입출력 예 #3&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;[1]에는 1만 있으므로 최빈값은 1입니다.&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;해결&lt;/h2&gt;
&lt;/div&gt;
&lt;pre id=&quot;code_1673274430152&quot; class=&quot;java&quot; data-ke-language=&quot;java&quot; data-ke-type=&quot;codeblock&quot;&gt;&lt;code&gt;class Solution {
    public int solution(int[] array) {
        int answer=0;
        int arrayMax=0;
        for(int i=0; i&amp;lt;array.length; i++) {
            if(array[i]&amp;gt;arrayMax) {
                arrayMax=array[i];
            }
        }
        
        int[] count=new int[arrayMax+1];
        for(int j=0; j&amp;lt;array.length; j++) {
            count[array[j]]++;
        }
        
        int countMax=0;
        for(int m=0; m&amp;lt;count.length; m++) {
            if(count[m]&amp;gt;countMax) {
                countMax=count[m];
                answer=m;
            }
        }                                            
        
        int rep=0;
        for(int n=0; n&amp;lt;count.length; n++) {
            if(countMax==count[n]) { 
                rep++;
            }
        }
        
        if(rep!=1) {
            answer=-1;
        } 
        return answer;
    }
}&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;</description>
      <category>알고리즘</category>
      <author>달나라 곰돌이</author>
      <guid isPermaLink="true">https://helloworld-88.tistory.com/193</guid>
      <comments>https://helloworld-88.tistory.com/193#entry193comment</comments>
      <pubDate>Mon, 7 Oct 2019 18:56:45 +0900</pubDate>
    </item>
    <item>
      <title>[알고리즘Lv0] 중앙값 구하기</title>
      <link>https://helloworld-88.tistory.com/192</link>
      <description>&lt;h2 data-ke-size=&quot;size26&quot;&gt;알고리즘 사이트&lt;/h2&gt;
&lt;div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;a href=&quot;https://school.programmers.co.kr/learn/courses/30/lessons/120811&quot;&gt;프로그래머스 문제로 이동&lt;/a&gt;&lt;/p&gt;
&lt;figure id=&quot;og_1673274233958&quot; contenteditable=&quot;false&quot; data-ke-type=&quot;opengraph&quot; data-ke-align=&quot;alignCenter&quot; data-og-type=&quot;website&quot; data-og-title=&quot;프로그래머스&quot; data-og-description=&quot;코드 중심의 개발자 채용. 스택 기반의 포지션 매칭. 프로그래머스의 개발자 맞춤형 프로필을 등록하고, 나와 기술 궁합이 잘 맞는 기업들을 매칭 받으세요.&quot; data-og-host=&quot;programmers.co.kr&quot; data-og-source-url=&quot;https://school.programmers.co.kr/learn/courses/30/lessons/120811&quot; data-og-url=&quot;https://programmers.co.kr/&quot; data-og-image=&quot;https://scrap.kakaocdn.net/dn/NkS6B/hyReITeQJB/0JMIhJEuDO1zWmLKbxoWI0/img.png?width=1200&amp;amp;height=630&amp;amp;face=0_0_1200_630,https://scrap.kakaocdn.net/dn/POI00/hyReVkJ64G/4Vkt0AiC8kwknFLqENHaG0/img.png?width=1200&amp;amp;height=630&amp;amp;face=0_0_1200_630&quot;&gt;&lt;a href=&quot;https://school.programmers.co.kr/learn/courses/30/lessons/120811&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot; data-source-url=&quot;https://school.programmers.co.kr/learn/courses/30/lessons/120811&quot;&gt;
&lt;div class=&quot;og-image&quot; style=&quot;background-image: url('https://scrap.kakaocdn.net/dn/NkS6B/hyReITeQJB/0JMIhJEuDO1zWmLKbxoWI0/img.png?width=1200&amp;amp;height=630&amp;amp;face=0_0_1200_630,https://scrap.kakaocdn.net/dn/POI00/hyReVkJ64G/4Vkt0AiC8kwknFLqENHaG0/img.png?width=1200&amp;amp;height=630&amp;amp;face=0_0_1200_630');&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;og-text&quot;&gt;
&lt;p class=&quot;og-title&quot; data-ke-size=&quot;size16&quot;&gt;프로그래머스&lt;/p&gt;
&lt;p class=&quot;og-desc&quot; data-ke-size=&quot;size16&quot;&gt;코드 중심의 개발자 채용. 스택 기반의 포지션 매칭. 프로그래머스의 개발자 맞춤형 프로필을 등록하고, 나와 기술 궁합이 잘 맞는 기업들을 매칭 받으세요.&lt;/p&gt;
&lt;p class=&quot;og-host&quot; data-ke-size=&quot;size16&quot;&gt;programmers.co.kr&lt;/p&gt;
&lt;/div&gt;
&lt;/a&gt;&lt;/figure&gt;
&lt;/div&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;문제 설명&lt;/h2&gt;
&lt;div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;중앙값은&amp;nbsp;어떤&amp;nbsp;주어진&amp;nbsp;값들을&amp;nbsp;크기의&amp;nbsp;순서대로&amp;nbsp;정렬했을&amp;nbsp;때&amp;nbsp;가장&amp;nbsp;중앙에&amp;nbsp;위치하는&amp;nbsp;값을&amp;nbsp;의미합니다.&amp;nbsp;예를&amp;nbsp;들어&amp;nbsp;1,&amp;nbsp;2,&amp;nbsp;7,&amp;nbsp;10,&amp;nbsp;11의&amp;nbsp;중앙값은&amp;nbsp;7입니다.&amp;nbsp;정수&amp;nbsp;배열&amp;nbsp;array가&amp;nbsp;매개변수로&amp;nbsp;주어질&amp;nbsp;때,&amp;nbsp;중앙값을&amp;nbsp;return&amp;nbsp;하도록&amp;nbsp;solution&amp;nbsp;함수를&amp;nbsp;완성해보세요.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;제한 조건&lt;/h2&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;array의 길이는 홀수입니다.&lt;/li&gt;
&lt;li&gt;0 &amp;lt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;array의 길이 &amp;lt; 100&lt;/li&gt;
&lt;li&gt;-1,000 &amp;lt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;array의 원소 &amp;lt; 1,000&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;입출력 예&lt;/h2&gt;
&lt;table style=&quot;border-collapse: collapse; width: 100%;&quot; border=&quot;1&quot; data-ke-align=&quot;alignLeft&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 47.7907%;&quot;&gt;&lt;span&gt;array&lt;/span&gt;&lt;/td&gt;
&lt;td style=&quot;width: 52.093%;&quot;&gt;result&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 47.7907%;&quot;&gt;[1, 2, 7, 10, 11]&lt;/td&gt;
&lt;td style=&quot;width: 52.093%;&quot;&gt;7&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;width: 47.7907%;&quot;&gt;[9, -1, 0]&lt;/td&gt;
&lt;td style=&quot;width: 52.093%;&quot;&gt;0&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;입출력 예 설명&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;입출력 예 #1&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;본문과 동일합니다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;입출력 예 #2&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;9, -1, 0을 오름차순 정렬하면 -1, 0, 9이고 가장 중앙에 위치하는 값은 0입니다.&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;해결&lt;/h2&gt;
&lt;/div&gt;
&lt;pre id=&quot;code_1673274219204&quot; class=&quot;java&quot; data-ke-language=&quot;java&quot; data-ke-type=&quot;codeblock&quot;&gt;&lt;code&gt;import java.util.*;

class Solution {
    public int solution(int[] array) {
        int answer = 0;
        int temp = 0;
        int[] tempList = new int[array.length];
        if(array.length == 1){
            answer = array[0];
        }else{
            Arrays.sort(array);
            answer = array[array.length/2];
        }
        return answer;
    }
}&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;nbsp;&lt;/p&gt;</description>
      <category>알고리즘</category>
      <author>달나라 곰돌이</author>
      <guid isPermaLink="true">https://helloworld-88.tistory.com/192</guid>
      <comments>https://helloworld-88.tistory.com/192#entry192comment</comments>
      <pubDate>Mon, 7 Oct 2019 16:24:23 +0900</pubDate>
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