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It is just a conjecture that i've made so i'm asking if you can prove it or give a counterexample.
My conjecture :
let A(n) be the square matrix (n+1)x(n+1) with the generic element be
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then det(A)!=0
I've tested it to n=9...
moreover, det(A) seems to diverge to +inf with n and i've not found a negative value.
hope someone finds this interesting, goodbye!
Last edited by Fistfiz (2012-10-31 03:03:39)
30+2=28 (Mom's identity)
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