AbstractWe consider the problem of parametrizing the set of all nonsquare minimal spectral factors of a rational matrix function taking positive semidefinite values on the imaginary axis
Nonnegative matrix factorization (NMF) is the problem of decomposing a given nonnegative n × m matri...
AbstractIf (A,B,C) is an (entrywise) nonnegative realization of a rational matrix function W (i.e. W...
This paper considers nonsquare spectral factorization of nonlinear input affine state space systems ...
AbstractWe consider the problem of parametrizing the set of nonsquare minimal spectral factors of a ...
We consider the problem of parametrizing the set of all nonsquare minimal spectral factors of a rati...
We consider the problem of parametrizing the set of nonsquare minimal spectral factors of a rational...
AbstractReal and complex rational matrix functions W(λ) such that W(λ) = ξ[W(ηλ)]T, where ξ,η = ± 1,...
AbstractWe study the problem of eliminating the minimal indices (the indices of a minimal polynomial...
In this note, we consider a general discrete-time spectral factorization problem for rational matrix...
AbstractIn this paper we show that any rational matrix function having hermitian values on the imagi...
In this paper, we solve two problems in linear systems theory: the computation of the inner-outer an...
AbstractThe stability of various factorizations of self-adjoint rational matrix functions and matrix...
AbstractGiven a rational m × n matrix function W(z) and a subset σ of the complex plane C, we give a...
AbstractWe examine the problem of the existence and calculation of Hermitian solutions P of a linear...
AbstractAn m-by-n matrix has a nontrivial kernel if m<n. When the entries of the matrix are rational...
Nonnegative matrix factorization (NMF) is the problem of decomposing a given nonnegative n × m matri...
AbstractIf (A,B,C) is an (entrywise) nonnegative realization of a rational matrix function W (i.e. W...
This paper considers nonsquare spectral factorization of nonlinear input affine state space systems ...
AbstractWe consider the problem of parametrizing the set of nonsquare minimal spectral factors of a ...
We consider the problem of parametrizing the set of all nonsquare minimal spectral factors of a rati...
We consider the problem of parametrizing the set of nonsquare minimal spectral factors of a rational...
AbstractReal and complex rational matrix functions W(λ) such that W(λ) = ξ[W(ηλ)]T, where ξ,η = ± 1,...
AbstractWe study the problem of eliminating the minimal indices (the indices of a minimal polynomial...
In this note, we consider a general discrete-time spectral factorization problem for rational matrix...
AbstractIn this paper we show that any rational matrix function having hermitian values on the imagi...
In this paper, we solve two problems in linear systems theory: the computation of the inner-outer an...
AbstractThe stability of various factorizations of self-adjoint rational matrix functions and matrix...
AbstractGiven a rational m × n matrix function W(z) and a subset σ of the complex plane C, we give a...
AbstractWe examine the problem of the existence and calculation of Hermitian solutions P of a linear...
AbstractAn m-by-n matrix has a nontrivial kernel if m<n. When the entries of the matrix are rational...
Nonnegative matrix factorization (NMF) is the problem of decomposing a given nonnegative n × m matri...
AbstractIf (A,B,C) is an (entrywise) nonnegative realization of a rational matrix function W (i.e. W...
This paper considers nonsquare spectral factorization of nonlinear input affine state space systems ...
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