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On determinants of random symmetric matrices over Z_m

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arxiv 1004.5440 v1 pith:SHVEAOMW submitted 2010-04-30 math.CO

classification math.CO
keywords randomsymmetricdeterminantdeterminantsdeterminedivisiblematricesmatrix
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We determine the probability that a random n x n symmetric matrix over {1, 2, ... , m} has determinant divisible by m.

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  1. Thirty-six officers, artisanally entangled

    quant-ph 2025-04 accept novelty 7.0 of 10

    An explicit two-unitary perfect tensor of order 6 is built from two quadratic phase functions over Z3, and all constructions in this ansatz are classified into exactly two orbits.

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