AbstractWe present and prove the validity of an algorithm constructing a simultaneous triangularization of a set on N matrices in Cn×n. To do so, we first prove that if a set of matrices has a common block decomposition, then the set of matrices has a simultaneous triangularization if and only if the blocks on the diagonal have a simultaneous triangularization
In this paper, the problem of simultaneous diagonalization of m-tuples of n-order square complex mat...
AbstractWe consider the following problem: Given a set of m×n real (or complex) matrices A1,…,AN, fi...
This work considers generalized multiple decompositions allowing two-way interconnections. An abstra...
AbstractWe present and prove the validity of an algorithm constructing a simultaneous triangularizat...
AbstractLet S be a set of n × n matrices over a field F, and A the algebra generated by S over F. Th...
AbstractLet S be a set of n × n matrices over a field F, and A the algebra generated by S over F. Th...
A collection of matrices is said to be triangularizable if there is an invertible matrix S such that...
AbstractLet A,B be n×n matrices with entries in an algebraically closed field F of characteristic ze...
AbstractLet A=(A1,…,An,…) be a finite or infinite sequence of 2×2 matrices with entries in an integr...
International audienceWe present a new parallel algorithm to compute an exact triangularization of l...
International audienceWe present a new parallel algorithm to compute an exact triangularization of l...
AbstractWe consider the problem of simultaneously putting a set of square matrices into the same blo...
Abstract. We consider a problem of simultaneous reduction of a sequence of matrices by means of orth...
In this paper, the problem of simultaneous diagonalization of m-tuples of n-order square complex mat...
AbstractThis paper addresses the finest block triangularization of nonsingular skewsymmetric matrice...
In this paper, the problem of simultaneous diagonalization of m-tuples of n-order square complex mat...
AbstractWe consider the following problem: Given a set of m×n real (or complex) matrices A1,…,AN, fi...
This work considers generalized multiple decompositions allowing two-way interconnections. An abstra...
AbstractWe present and prove the validity of an algorithm constructing a simultaneous triangularizat...
AbstractLet S be a set of n × n matrices over a field F, and A the algebra generated by S over F. Th...
AbstractLet S be a set of n × n matrices over a field F, and A the algebra generated by S over F. Th...
A collection of matrices is said to be triangularizable if there is an invertible matrix S such that...
AbstractLet A,B be n×n matrices with entries in an algebraically closed field F of characteristic ze...
AbstractLet A=(A1,…,An,…) be a finite or infinite sequence of 2×2 matrices with entries in an integr...
International audienceWe present a new parallel algorithm to compute an exact triangularization of l...
International audienceWe present a new parallel algorithm to compute an exact triangularization of l...
AbstractWe consider the problem of simultaneously putting a set of square matrices into the same blo...
Abstract. We consider a problem of simultaneous reduction of a sequence of matrices by means of orth...
In this paper, the problem of simultaneous diagonalization of m-tuples of n-order square complex mat...
AbstractThis paper addresses the finest block triangularization of nonsingular skewsymmetric matrice...
In this paper, the problem of simultaneous diagonalization of m-tuples of n-order square complex mat...
AbstractWe consider the following problem: Given a set of m×n real (or complex) matrices A1,…,AN, fi...
This work considers generalized multiple decompositions allowing two-way interconnections. An abstra...
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