5siThe goal of this article is to compare the coefficients in the expansion of the permanent with those in the expansion of the determinant of a three-lines circulant matrix. As an application we solve a conjecture concerning the minimality of GT-systems.partially_openopenPietro De Poi, Emilia Mezzetti, Mateusz Michałek, Rosa Maria Miró-Roig, Eran NevoDe Poi, Pietro; Mezzetti, Emilia; Michałek, Mateusz; Maria Miró-Roig, Rosa; Nevo, Era
AbstractStarting from previous works concerning permanents of (0,1)-circulant matrices with three no...
4siLet d(N) (resp. p(N)) be the number of summands in the determinant (resp. permanent) of an N x N ...
AbstractThis paper places the Napoleon-Douglas-Neumann theorem within the theory of circulant matric...
The goal of this article is to compare the coefficients in the expansion of the permanent with those...
Treballs finals del Màster en Matemàtica Avançada, Facultat de matemàtiques, Universitat de Barcelon...
AbstractWe consider the problem of computing the permanent of circulant matrices. We apply some rece...
In this paper we address the problem of computing the permanent of (0,1)-circulant matrices. We inve...
AbstractIn this paper we address the problem of computing the permanent of (0,1)-circulant matrices....
AbstractStarting from previous results concerning determinants and permanents of (0,1) circulant mat...
Abstract The solution of linear systems having circulant coefficient matrices is considered in this ...
AbstractAn n × n zero-one matrix with constant column sums k is minimal if its determinant is ±k. A ...
AbstractThe determinant of the circulant matrix whose first row is a0, a1,…, an−1 is a homogeneous p...
AbstractLet g and n be positive integers and let k = n(g, n)(gm, n). If θ(x) is a multiple of Σi = 0...
AbstractWe continue our study of the Johnson–Lindenstrauss lemma and its connection to circulant mat...
Circulant matrices can be effective preconditioners for linear systems of equations with a Toeplitz ...
AbstractStarting from previous works concerning permanents of (0,1)-circulant matrices with three no...
4siLet d(N) (resp. p(N)) be the number of summands in the determinant (resp. permanent) of an N x N ...
AbstractThis paper places the Napoleon-Douglas-Neumann theorem within the theory of circulant matric...
The goal of this article is to compare the coefficients in the expansion of the permanent with those...
Treballs finals del Màster en Matemàtica Avançada, Facultat de matemàtiques, Universitat de Barcelon...
AbstractWe consider the problem of computing the permanent of circulant matrices. We apply some rece...
In this paper we address the problem of computing the permanent of (0,1)-circulant matrices. We inve...
AbstractIn this paper we address the problem of computing the permanent of (0,1)-circulant matrices....
AbstractStarting from previous results concerning determinants and permanents of (0,1) circulant mat...
Abstract The solution of linear systems having circulant coefficient matrices is considered in this ...
AbstractAn n × n zero-one matrix with constant column sums k is minimal if its determinant is ±k. A ...
AbstractThe determinant of the circulant matrix whose first row is a0, a1,…, an−1 is a homogeneous p...
AbstractLet g and n be positive integers and let k = n(g, n)(gm, n). If θ(x) is a multiple of Σi = 0...
AbstractWe continue our study of the Johnson–Lindenstrauss lemma and its connection to circulant mat...
Circulant matrices can be effective preconditioners for linear systems of equations with a Toeplitz ...
AbstractStarting from previous works concerning permanents of (0,1)-circulant matrices with three no...
4siLet d(N) (resp. p(N)) be the number of summands in the determinant (resp. permanent) of an N x N ...
AbstractThis paper places the Napoleon-Douglas-Neumann theorem within the theory of circulant matric...
DOI
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