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作者 Madroach 在 PTT [ Math ] 看板的留言(推文), 共124則

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Re: [其他] 要怎麼知道自己適不適合數學系 ?

[ Math ]13 留言, 推噓總分: +13

作者: herstein - 發表於 2011/03/01 18:57(13年前)

1^F推Madroach:推數學是解決數學問題的不該迷失於證明中03/01 19:13

[其他] 要怎麼知道自己適不適合數學系 ?

[ Math ]46 留言, 推噓總分: +13

作者: kusoayan - 發表於 2011/02/28 20:01(13年前)

35^F推Madroach:你既然愛物理成績又夠就去清大物理阿Q Q02/28 23:47

[分析] 請問一下這些書的解答要去哪找

[ Math ]20 留言, 推噓總分: +9

作者: andy2167871 - 發表於 2011/02/24 10:43(13年前)

14^F→Madroach:.......= ="02/24 21:24

[微積] 考古題請教

[ Math ]10 留言, 推噓總分: +3

作者: wyob - 發表於 2011/02/22 19:06(13年前)

8^F推Madroach:畫圖看 sin(pi/2)=1 x在大約1.5~1.6的地方y是102/22 21:58

9^F→Madroach:x=y的圖形就都在它上面02/22 21:58

[其他] 所謂的內積

[ Math ]3 留言, 推噓總分: +1

作者: john11894324 - 發表於 2011/02/19 22:47(13年前)

1^F推Madroach:線性代數應該都會有完整定義函數也是一種向量02/19 23:11

[線代] normal operator

[ Math ]2 留言, 推噓總分: +2

作者: Jer1983 - 發表於 2011/02/18 22:32(13年前)

1^F推Madroach:T*T=TT* iff 存在orthonormal的特徵向量基底是定理02/18 23:47

2^F推Madroach:你可以翻翻6.4Schur定理的下兩頁那個定理沒記錯的話02/18 23:52

[微積] 一題極限

[ Math ]9 留言, 推噓總分: +3

作者: luke2 - 發表於 2011/02/15 23:24(13年前)

4^F→Madroach:分子永遠是0 分母是無限靠近0 這樣是002/15 23:42

[線代] 內積的計算

[ Math ]1 留言, 推噓總分: +1

作者: mqazz1 - 發表於 2011/02/15 21:00(13年前)

1^F推Madroach:標準內積 sigma (a_i)conj(b_i)02/15 21:11

[分析] 請教兩題函數相關

[ Math ]7 留言, 推噓總分: +3

作者: wyob - 發表於 2011/02/14 11:11(13年前)

6^F推Madroach:metric space都會成立:連續把緊緻送到緊緻02/14 12:21

Re: [線代] 幾個命題的真偽

[ Math ]24 留言, 推噓總分: +4

作者: ilovecs34 - 發表於 2011/02/14 10:40(13年前)

1^F推Madroach:對耶!這是個好辦法! 謝謝你!! :)02/14 10:59

10^F推Madroach:嗯真的耶題目確實有寫 over R @@"02/15 22:13

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