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P3=span{1,x,x*2}, define inner product on P3, 1 <f(x),g(x)> =∫ f(x)g(x)dx, let U = {f(x):f(0), f(x)屬於P3}, 0 V = {g(x):g(-1)=0, g(x)屬於P3} (1) find an orthogonal basis of U (2) determine (U交集V) 懇請回答 謝謝 -- ※ 發信站: 批踢踢實業坊(ptt.cc) ◆ From: 111.249.165.29
mp8113f:f(x):f(0), f(x)屬於P3 f(x)=多少有漏打嗎 10/15 21:23
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mp8113f:再用Gram-Schmidt 找orthogonal basis,利用題目的定義 10/15 21:28
mp8113f:第二題是決定交集的維度還是...? 10/15 21:30