目录
定义
解析
定义
设Ｖ为数域Ｐ上一个n维线性空间．Ｖ上全体线性函数组成的集合记作L(V,P).定义在L(V,P)上的加法和数量乘法：
(f+g)(a)=f(a)+g(a),(kf)(a)=kf(a),则L(V,P)也是数域P上的线性空间．这样构造的L(V,P)就称为V的对偶空间．
解析
data/attachment/portal/201111/06/143017j6gzgvvoggo0v39g.jpg对偶空间图
data/attachment/portal/201111/06/143018jj11kjvjskkk71sj.jpg对偶空间图
data/attachment/portal/201111/06/143019l5woxwlfyfqbly5a.jpg对偶空间图
data/attachment/portal/201111/06/143019d6tp5m385crrtclr.jpg对偶空间图
data/attachment/portal/201111/06/143020pj6h7h2vlv46ut6z.jpg对偶空间图
data/attachment/portal/201111/06/143020757h2pbccii7bwbc.jpg对偶空间图
data/attachment/portal/201111/06/143021yryg4vrkkcgk6nqb.jpg对偶空间图
data/attachment/portal/201111/06/1430304s7gz7qhh7gs78q8.jpg对偶空间图
data/attachment/portal/201111/06/143031l5b4ppfs5b9xdtd5.jpg对偶空间图