| [ Fun ] in KIDS 글 쓴 이(By): birdeee (별사랑이) 날 짜 (Date): 2005년 10월 14일 금요일 오후 10시 33분 31초 제 목(Title): Re: Finite Simple Group (order 2) 사실 수학 강의 들은게 하도 오래전이라서 가물가물 합니다. 며칠 전에 reducible이라는 용어가 생각이 안나서 머리를 쥐어짜던 적이 있습니다. bundle과 faithful도 수학 용어인가요? in some sense는 어떨 때 쓰나요? 하긴 수학용어가 안될 만한 단어가 흔하지 않죠. love, I, me, you, we, mine, your 등을 빼면 거의 수학에서 다 쓰이죠. just, time, every 등등... 혹시 drive라는 동사는 안쓰나요? 현재 제가 하고 있는 일은 수학과 별로 관련이 없지만 수학을 배워두면 계약서를 검토할 때는 꽤 도움이 된다는 걸 느낄 때가 있습니다. 증명, 반례 이런걸 많이 생각해서 그런거겠죠. 여하튼 여러분의 요청을 반영해서 다시 정리합니다. -------------------------------------------- The [path] of love is never [smooth] But mine's [continuous] for you You're the [upper bound] in the [chains] of my heart You're my [Axiom of Choice], you know it's true But lately our [relation]'s not so [well-defined] And I just can't [function] without you I'll [prove] my [proposition] and I'm sure you'll find We're a [finite simple group of order two] I'm losing my [identity] I'm getting tenser ([tensor]) every day And [without loss of generality] I will [assume that] you feel the same way Since every time I see you, you just [quotient] out The [faithful] [image] that I [map into] But when we're [one-to-one] you'll see what I'm about 'Cause we're a [finite simple group of order two] Our [equivalence] was [stable], A [principal] love [bundle] sitting deep inside But then you drove a [wedge] between our [two-forms] Now everything is so [complexified] When we first met, we [simply connected] My heart was [open] but too [dense] Our [system] was already [directed] To have a [finite limit], [in some sense] I'm living in the [kernel] of a [rank-one map] From my [domain], its [image] looks so blue, 'Cause all I see are [zeroes], it's a cruel trap But we're [a finite simple group of order two] I'm not the [smooth]est [operator] in my [class], But we're a mirror [pair], me and you, So let's [apply] [forgetful functors] to the past And be a [finite simple group], a [finite simple group], Let's be a [finite simple group of order two] ("Why not three?") I've [proved] my [proposition] now, as you can see, So let's both be [associative] and [free] And [by corollary], this shows you and I to be [Purely inseparable]. [Q. E. D.] ----------------------------------------------- 이젠 폼프님 사이트에서 바둑을 못두나요? |