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大家好,想請教兩題99台大電機的題目 1、suppose that V and W are finite dimentional vector space and that U is a subspace of V.Then there exist a linear transformation T from V to W,such that null(T)=U if and only if dim(U)>=dim(V)-dim(W) 2.suppose T is n*n matrix.Then T is a scalar multiple of the n*n identity matrix if and only if ST=TS for every n*n matrix S 兩題都是true -- posted from android bbs reader on my samsung GT-I9003 https://market.android.com/details?id=com.bbs.reader -- ※ 發信站: 批踢踢實業坊(ptt.cc) ◆ From: 110.27.76.191
sting47:你的問題是...? 10/12 10:35
ILzi:應該是true的證明吧.. 10/12 22:49
bouwhat:sorry沒講清楚要問什麼 10/12 23:27
bouwhat:第一題我會了 10/12 23:27
bouwhat:想請教第二題的題意 10/12 23:28
sting47:應該是 (雙向)if T=cI(c是係數)則for all S ST=TS 10/13 14:42
bouwhat:懂了感謝! 10/13 23:45