AbstractThe true formula is given for the probability that an n × n matrix over a finite field has determinant zero. This probability does not (as previously asserted) approach 1 as n grows
In this paper, we study the complexity of computing the determinant of a matrix over a non-commutati...
In this paper, we study the complexity of computing the determinant of a matrix over a non-commutati...
AbstractFor a prime p, we consider some natural classes of matrices over a finite field Fp of p elem...
AbstractThe true formula is given for the probability that an n × n matrix over a finite field has d...
AbstractAn expression is derived for the probability that the determinant of an n x n matrix over a ...
An expression is derived for the probability that the determinant of an n x n matrix over a finite f...
An expression is derived for the probability that the determinant of an n x n matrix over a finite f...
AbstractThe probability of the title is evaluated and related to an expression involving theta funct...
AbstractWe consider matrices whose entries are power series over a finite field. The coefficients of...
AbstractWe consider matrices whose entries are power series over a finite field. The coefficients of...
AbstractThe probability that the product of l square matrices of size n over a finite field with q e...
AbstractThe probability of the title is evaluated and related to an expression involving theta funct...
AbstractThe probability that the product of l square matrices of size n over a finite field with q e...
AbstractWe show that for any subset E⊆Fqd with |E|≫qd−1+2d, the number of singular matrices whose ro...
2010 Mathematics Subject Classification: 15A15, 15A04.We investigate the Pólya problem on the sign c...
In this paper, we study the complexity of computing the determinant of a matrix over a non-commutati...
In this paper, we study the complexity of computing the determinant of a matrix over a non-commutati...
AbstractFor a prime p, we consider some natural classes of matrices over a finite field Fp of p elem...
AbstractThe true formula is given for the probability that an n × n matrix over a finite field has d...
AbstractAn expression is derived for the probability that the determinant of an n x n matrix over a ...
An expression is derived for the probability that the determinant of an n x n matrix over a finite f...
An expression is derived for the probability that the determinant of an n x n matrix over a finite f...
AbstractThe probability of the title is evaluated and related to an expression involving theta funct...
AbstractWe consider matrices whose entries are power series over a finite field. The coefficients of...
AbstractWe consider matrices whose entries are power series over a finite field. The coefficients of...
AbstractThe probability that the product of l square matrices of size n over a finite field with q e...
AbstractThe probability of the title is evaluated and related to an expression involving theta funct...
AbstractThe probability that the product of l square matrices of size n over a finite field with q e...
AbstractWe show that for any subset E⊆Fqd with |E|≫qd−1+2d, the number of singular matrices whose ro...
2010 Mathematics Subject Classification: 15A15, 15A04.We investigate the Pólya problem on the sign c...
In this paper, we study the complexity of computing the determinant of a matrix over a non-commutati...
In this paper, we study the complexity of computing the determinant of a matrix over a non-commutati...
AbstractFor a prime p, we consider some natural classes of matrices over a finite field Fp of p elem...
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