【发布时间】:2010-09-13 14:44:15
【问题描述】:
a4 = 10*magic(4);
a5 = magic(5);
a4
a5
diag4 = sub2ind([4,4], 1:3,1:3);
diag5 = sub2ind([5,5], 1:3,1:3);
a5(diag5) = a4(diag4) #Display changed contents
diag4 %# Display diagonal of magic4
diag5 %# Display diagonal of magic5
a4(diag4)=a5(diag5) %# Recovering the original
输出是
a4 = %# Display of original a4 magic square
160 20 30 130
50 110 100 80
90 70 60 120
40 140 150 10
a5 = %#Display of original magic square
17 24 1 8 15
23 5 7 14 16
4 6 13 20 22
10 12 19 21 3
11 18 25 2 9
diag4 =
1 6 11
diag5 =
1 7 13
a5 =
160 24 1 8 15
23 110 7 14 16
4 6 60 20 22
10 12 19 21 3
11 18 25 2 9
a4 =
160 20 30 130
50 110 100 80
90 70 60 120
40 140 150 10
diag4 和 diag5 的生成方式背后的逻辑是什么?
【问题讨论】:
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x=A1(1:end,1:end,3);没有按照评论的建议获取对角线元素
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您到底想达到什么目的。不了解“目标”,您能否详细说明并举一个小例子?
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@sumona:
A和B的尺寸是多少? -
@second,我已经更新了问题。
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@Jacob, size(A)=size(B)=256 256 3