AbstractLet A be a semiinfinite band matrix whose bands are made up from the coefficients of a polynomial p. It is shown that, under favorable circumstances, if A is decomposed into an LU factorization, then the rows of L and U converge to the coefficients of polynomials l and u which are such that p=lu
AbstractLet k be a field. Then Gaussian elimination over k and the Euclidean division algorithm for ...
AbstractThe problem of minimal factorization of rational bicausal matrices is considered, using poly...
AbstractAn interrelationship between the numerical range of matrix polynomials and its factorization...
AbstractLet A be a semiinfinite band matrix whose bands are made up from the coefficients of a polyn...
AbstractLU-factorization has been an original motivation for the development of Semi-Separability (s...
AbstractThe concept of a multiple root of matrix polynomial L(λ) is introduced, and associated spect...
AbstractA similarity condition is developed for the factorization of monic matrix polynomials L(λ) i...
AbstractThis paper gives necessary and sufficient conditions for a linear factorization of a matrix ...
LU decomposition is a fundamental in linear algebra. Numerous tools exists that provide this importa...
142 p. : ill. ; 30 cmThe factorization (root finding) of scalar polynomials is an important tool of ...
4International audienceIn the context of multivariate signal processing, factorizations involving so...
The problem of minimal factorization of rational bicausal matrices is considered, using polynomial m...
AbstractThe ring of polynomials in X, X1,…,Xm are denoted by Fp[X, X1,…,Xm] in Fp, that is the field...
AbstractThe Bézoutian B of two polynomial matrices can be described as a solution of a linear matrix...
AbstractThe topic of the paper is spectral factorization of rectangular and possibly non-full-rank p...
AbstractLet k be a field. Then Gaussian elimination over k and the Euclidean division algorithm for ...
AbstractThe problem of minimal factorization of rational bicausal matrices is considered, using poly...
AbstractAn interrelationship between the numerical range of matrix polynomials and its factorization...
AbstractLet A be a semiinfinite band matrix whose bands are made up from the coefficients of a polyn...
AbstractLU-factorization has been an original motivation for the development of Semi-Separability (s...
AbstractThe concept of a multiple root of matrix polynomial L(λ) is introduced, and associated spect...
AbstractA similarity condition is developed for the factorization of monic matrix polynomials L(λ) i...
AbstractThis paper gives necessary and sufficient conditions for a linear factorization of a matrix ...
LU decomposition is a fundamental in linear algebra. Numerous tools exists that provide this importa...
142 p. : ill. ; 30 cmThe factorization (root finding) of scalar polynomials is an important tool of ...
4International audienceIn the context of multivariate signal processing, factorizations involving so...
The problem of minimal factorization of rational bicausal matrices is considered, using polynomial m...
AbstractThe ring of polynomials in X, X1,…,Xm are denoted by Fp[X, X1,…,Xm] in Fp, that is the field...
AbstractThe Bézoutian B of two polynomial matrices can be described as a solution of a linear matrix...
AbstractThe topic of the paper is spectral factorization of rectangular and possibly non-full-rank p...
AbstractLet k be a field. Then Gaussian elimination over k and the Euclidean division algorithm for ...
AbstractThe problem of minimal factorization of rational bicausal matrices is considered, using poly...
AbstractAn interrelationship between the numerical range of matrix polynomials and its factorization...
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