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Quant版 - 请问个矩阵的问题
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s*******n
发帖数: 66
1
one brainteaser question to play in matrix. His objective is to make it
non-singular and my objective is to make it singular. What is the strategy?
感觉和奇偶性有关,但不确定. 有比较好的方法吗?多谢!
t**o
发帖数: 64
2
Try to be the one to fill the last entry.

【在 s*******n 的大作中提到】
: one brainteaser question to play in matrix. His objective is to make it
: non-singular and my objective is to make it singular. What is the strategy?
: 感觉和奇偶性有关,但不确定. 有比较好的方法吗?多谢!

s*******n
发帖数: 66
3
对,能详细解释一下吗?谢谢

【在 t**o 的大作中提到】
: Try to be the one to fill the last entry.
f**x
发帖数: 4325
4
怎么个play法?动过的位置还能动第二次吗?

【在 s*******n 的大作中提到】
: one brainteaser question to play in matrix. His objective is to make it
: non-singular and my objective is to make it singular. What is the strategy?
: 感觉和奇偶性有关,但不确定. 有比较好的方法吗?多谢!

o********6
发帖数: 3
5
if the matrix is 2n*2n, then it is possible to make it singular to take the
after-play. Which means when he wrote a number x at position (i,j), you then
wrote -x at position (i,n+1-j). Then after doing this, the matrix is
definitely singular. for the odd case, no ideas.

【在 s*******n 的大作中提到】
: one brainteaser question to play in matrix. His objective is to make it
: non-singular and my objective is to make it singular. What is the strategy?
: 感觉和奇偶性有关,但不确定. 有比较好的方法吗?多谢!

k**x
发帖数: 2611
6
for n odd, you should fill first.
you can first fill the center one with 0.
Then it is easy to make two columns with opposite sign.

the
then

【在 o********6 的大作中提到】
: if the matrix is 2n*2n, then it is possible to make it singular to take the
: after-play. Which means when he wrote a number x at position (i,j), you then
: wrote -x at position (i,n+1-j). Then after doing this, the matrix is
: definitely singular. for the odd case, no ideas.

1 (共1页)
进入Quant版参与讨论
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