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	<title>Something redo.</title>
	<link>http://redo.egloos.com</link>
	<description>귀찮음(TM) 이 가득.</description>
	<language>ko</language>
	<pubDate>Mon, 10 Aug 2009 04:07:49 GMT</pubDate>
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		<title>Something redo.</title>
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		<link>http://redo.egloos.com</link>
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		<description>귀찮음(TM) 이 가득.</description>
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  	<item>
		<title><![CDATA[ 인상깊었던 말. ]]> </title>
		<link>http://redo.egloos.com/2413786</link>
		<guid>http://redo.egloos.com/2413786</guid>
		<description>
			<![CDATA[ 
  
박사과정 수료는 그 분야를 통달했음을 의미하지 않는다.
그는 이제 스스로 배움과 학문의 길을 걸을수 있음을 인정받은것 뿐이다.

- 존 오프레아 -

			 ]]> 
		</description>
		<category>Diary</category>

		<comments>http://redo.egloos.com/2413786#comments</comments>
		<pubDate>Mon, 10 Aug 2009 04:07:49 GMT</pubDate>
		<dc:creator>eoh</dc:creator>
	</item>
	<item>
		<title><![CDATA[ TeX 참고 페이지 ]]> </title>
		<link>http://redo.egloos.com/2376631</link>
		<guid>http://redo.egloos.com/2376631</guid>
		<description>
			<![CDATA[ 
  
위키피디어에서는 수식 입력을 위해 TeX 문법을 지원합니다. 
따라서, 위키피디어에도 안내문이 있는데요. 기호와 수식은 상당수를 이곳에서 발견할 수 있습니다.
다만, AMSmath 나 AMSsymb 등의 패키지도 구분없이 나열되어 있으므로, 그 패키지들은 .... <a href="http://redo.egloos.com/2376631"><font style="font-size:11px;">글 전체보기</font></a>			 ]]> 
		</description>
		<category>LaTeX</category>
		<category>TeX</category>
		<category>reference</category>

		<comments>http://redo.egloos.com/2376631#comments</comments>
		<pubDate>Fri, 19 Jun 2009 15:18:09 GMT</pubDate>
		<dc:creator>eoh</dc:creator>
	</item>
	<item>
		<title><![CDATA[ 지름신 강림 ]]> </title>
		<link>http://redo.egloos.com/2374910</link>
		<guid>http://redo.egloos.com/2374910</guid>
		<description>
			<![CDATA[ 
   지름신이 강림하신지도 거의 한달이 다 되어 가는 시점에서,
오늘부로 일단 주문한 물품들이 다 도착했습니다.

여전히.. 사고 싶은것들은 날로 늘어나는 기분이 안드는것도 아닙니다만..
일단은 조금 안정된 상태네요. (..)




Kensingto.... <a href="http://redo.egloos.com/2374910"><font style="font-size:11px;">글 전체보기</font></a>			 ]]> 
		</description>
		<category>Diary</category>

		<comments>http://redo.egloos.com/2374910#comments</comments>
		<pubDate>Wed, 17 Jun 2009 14:39:29 GMT</pubDate>
		<dc:creator>eoh</dc:creator>
	</item>
	<item>
		<title><![CDATA[ 바리카타 ]]> </title>
		<link>http://redo.egloos.com/2346374</link>
		<guid>http://redo.egloos.com/2346374</guid>
		<description>
			<![CDATA[ 
  이곳 후쿠오카에서의 라면 업계용어로 꼭 알아두어야할 것이 있다. (사실 몰라도 된다.)
그것은 라면의 중요한 성질의 하나지만, 다른지방에서는 잘 듣지 못하는 용어이다.
물론 큐슈에 온지 얼마 되지 않은 나로서는 그저 초심자일 수 밖에 없지만..
서당개 3년이.... <a href="http://redo.egloos.com/2346374"><font style="font-size:11px;">글 전체보기</font></a>			 ]]> 
		</description>
		<category>Diary</category>
		<category>돈코츠</category>
		<category>바리카타</category>
		<category>카에다마히토츠</category>
		<category>후쿠오카</category>
		<category>방금삶아먹은바리카타소면2인분</category>

		<comments>http://redo.egloos.com/2346374#comments</comments>
		<pubDate>Tue, 12 May 2009 12:14:41 GMT</pubDate>
		<dc:creator>eoh</dc:creator>
	</item>
	<item>
		<title><![CDATA[ [ME] proof of theorem in "measurability of functions" ]]> </title>
		<link>http://redo.egloos.com/2338642</link>
		<guid>http://redo.egloos.com/2338642</guid>
		<description>
			<![CDATA[ 
  
Proof of theorem

Lemma
$X, Y :$ sets , $\phi :$ measure over $X$ , $f : X \to Y$ , $F \subset 2^Y$ , and
$f^{-1}(E) : \phi$ measurable set f.... <a href="http://redo.egloos.com/2338642"><font style="font-size:11px;">글 전체보기</font></a>			 ]]> 
		</description>
		<category>Math</category>
		<category>ME</category>
		<category>measure</category>
		<category>function</category>
		<category>proof</category>
		<category>jsMath</category>

		<comments>http://redo.egloos.com/2338642#comments</comments>
		<pubDate>Sun, 03 May 2009 07:20:17 GMT</pubDate>
		<dc:creator>eoh</dc:creator>
	</item>
	<item>
		<title><![CDATA[ [ME] proofs of "numerical sums over the extended real numbers" ]]> </title>
		<link>http://redo.egloos.com/2337765</link>
		<guid>http://redo.egloos.com/2337765</guid>
		<description>
			<![CDATA[ 
  Proposition from here.
$\sum_{A}$ is unique for finite $A$ and nonnegative $f$.

Proof of proposition

Assume that $A = \{ a_1, a_2, \cdots, a.... <a href="http://redo.egloos.com/2337765"><font style="font-size:11px;">글 전체보기</font></a>			 ]]> 
		</description>
		<category>Math</category>
		<category>ME</category>
		<category>number</category>
		<category>operator</category>
		<category>proof</category>
		<category>jsMath</category>

		<comments>http://redo.egloos.com/2337765#comments</comments>
		<pubDate>Sat, 02 May 2009 01:43:51 GMT</pubDate>
		<dc:creator>eoh</dc:creator>
	</item>
	<item>
		<title><![CDATA[ 본격적인 GW의 시작.. ]]> </title>
		<link>http://redo.egloos.com/2337494</link>
		<guid>http://redo.egloos.com/2337494</guid>
		<description>
			<![CDATA[ 
  GW 가 왔습니다.
올해는 지난주 중간의 애매한 휴일로부터 시작되어, 이번주 초반에 잔뜩 집중해있네요.

세미나 일정과는 전혀 겹치지 않은 관계로 세미나는 세미나대로 휴일없이 진행되고,
알바는 알바대로 휴일이라 잔뜩 집어 넣으니..
연휴가 연휴가 아니군요.... <a href="http://redo.egloos.com/2337494"><font style="font-size:11px;">글 전체보기</font></a>			 ]]> 
		</description>
		<category>Diary</category>

		<comments>http://redo.egloos.com/2337494#comments</comments>
		<pubDate>Fri, 01 May 2009 15:38:55 GMT</pubDate>
		<dc:creator>eoh</dc:creator>
	</item>
	<item>
		<title><![CDATA[ [ME] measurability of functions ]]> </title>
		<link>http://redo.egloos.com/2332838</link>
		<guid>http://redo.egloos.com/2332838</guid>
		<description>
			<![CDATA[ 
  $X$ : a set
$\phi$ : measure over $X$

Definition
(condition) for "$\phi$ almost" $\iff$ $\phi\Big( X - \{x \in X\ |\ ($condition$)\} \Big) = 0.... <a href="http://redo.egloos.com/2332838"><font style="font-size:11px;">글 전체보기</font></a>			 ]]> 
		</description>
		<category>Math</category>
		<category>ME</category>
		<category>measure</category>
		<category>function</category>
		<category>jsMath</category>

		<comments>http://redo.egloos.com/2332838#comments</comments>
		<pubDate>Tue, 28 Apr 2009 16:16:00 GMT</pubDate>
		<dc:creator>eoh</dc:creator>
	</item>
	<item>
		<title><![CDATA[ [ME] support of map ]]> </title>
		<link>http://redo.egloos.com/2334106</link>
		<guid>http://redo.egloos.com/2334106</guid>
		<description>
			<![CDATA[ 
  In the case of a topological space with a measure, the support of a map can be defined as follow.

Definition
$X$ : topological space with topol.... <a href="http://redo.egloos.com/2334106"><font style="font-size:11px;">글 전체보기</font></a>			 ]]> 
		</description>
		<category>Math</category>
		<category>ME</category>
		<category>Topology</category>
		<category>jsMath</category>

		<comments>http://redo.egloos.com/2334106#comments</comments>
		<pubDate>Mon, 27 Apr 2009 12:43:28 GMT</pubDate>
		<dc:creator>eoh</dc:creator>
	</item>
	<item>
		<title><![CDATA[ [ME] Borel family ($\sigma$ algebra) ]]> </title>
		<link>http://redo.egloos.com/2334102</link>
		<guid>http://redo.egloos.com/2334102</guid>
		<description>
			<![CDATA[ 
  $X :$ a set

Definition
$F$ is called a Borel family (보렐 집합족) with respect to $X$ 
(or called a $\sigma$ algebra on $X$ ) 
$\iff$ $\emptyset \.... <a href="http://redo.egloos.com/2334102"><font style="font-size:11px;">글 전체보기</font></a>			 ]]> 
		</description>
		<category>Math</category>
		<category>ME</category>
		<category>measure</category>
		<category>algebra</category>
		<category>Borel</category>
		<category>jsMath</category>

		<comments>http://redo.egloos.com/2334102#comments</comments>
		<pubDate>Mon, 27 Apr 2009 12:36:50 GMT</pubDate>
		<dc:creator>eoh</dc:creator>
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