Add to ORKGA description of nonnegative chainable matrices, based on fully indecomposable matrices, is given. The notion of the chainable rank of a nonnegative matrix is introduced and investigated. Properties of chainable matrices are used in studying stochastic Sarymsakov matrices
This thesis relates the theory of dimension groups to the study of nonnegative infinite matrices. Gi...
In this paper various properties of fully indecomposable matrices are investigated. Several integer-...
AbstractThe existence of nonnegative generalized inverses in terms of nonnegative rank factorization...
AbstractThe results of this paper comprise a study of a special class of combinatorial matrices call...
AbstractThe nonnegative rank of a nonnegative matrix is the smallest number of nonnegative rank-one ...
In this paper various properties of fully indecomposable matrices are investigated. Several integer-...
AbstractWe present a dedicated algorithm for the nonnegative factorization of a correlation matrix f...
We present a dedicated algorithm for the nonnegative factorization of a correlation matrix from an a...
AbstractThe nonnegative rank of a nonnegative matrix is the smallest number of nonnegative rank-one ...
Within the set of stochastic, indecomposable, aperiodic (SIA) matrices, the class of Sarymsakov matr...
Within the set of stochastic, indecomposable, aperiodic (SIA) matrices, the class of Sarymsakov matr...
AbstractThe results of this paper comprise a study of a special class of combinatorial matrices call...
AbstractNecessary and sufficient conditions for nonnegative matrices having nonnegative Drazin pseud...
A method based on elementary column and row operations of the factorization of nonnegative matrices ...
Abstract: A method based on elementary column and row operations of the factorization of nonnegative...
This thesis relates the theory of dimension groups to the study of nonnegative infinite matrices. Gi...
In this paper various properties of fully indecomposable matrices are investigated. Several integer-...
AbstractThe existence of nonnegative generalized inverses in terms of nonnegative rank factorization...
AbstractThe results of this paper comprise a study of a special class of combinatorial matrices call...
AbstractThe nonnegative rank of a nonnegative matrix is the smallest number of nonnegative rank-one ...
In this paper various properties of fully indecomposable matrices are investigated. Several integer-...
AbstractWe present a dedicated algorithm for the nonnegative factorization of a correlation matrix f...
We present a dedicated algorithm for the nonnegative factorization of a correlation matrix from an a...
AbstractThe nonnegative rank of a nonnegative matrix is the smallest number of nonnegative rank-one ...
Within the set of stochastic, indecomposable, aperiodic (SIA) matrices, the class of Sarymsakov matr...
Within the set of stochastic, indecomposable, aperiodic (SIA) matrices, the class of Sarymsakov matr...
AbstractThe results of this paper comprise a study of a special class of combinatorial matrices call...
AbstractNecessary and sufficient conditions for nonnegative matrices having nonnegative Drazin pseud...
A method based on elementary column and row operations of the factorization of nonnegative matrices ...
Abstract: A method based on elementary column and row operations of the factorization of nonnegative...
This thesis relates the theory of dimension groups to the study of nonnegative infinite matrices. Gi...
In this paper various properties of fully indecomposable matrices are investigated. Several integer-...
AbstractThe existence of nonnegative generalized inverses in terms of nonnegative rank factorization...