AbstractNonnegative matrices with the property that the group inverse of the matrixis equal to a power of the matrix are characterized. The special case of the Moore- Penrose inverse is considered. The situation when the matrix is stochastic is examined
AbstractIf A is a nonsingular matrix of order n, the inverse of A is the unique matrix X for which r...
AbstractThis paper describes all stochastic matrices which have a stochastic semi-inverse and gives ...
AbstractNecessary and sufficient conditions for nonnegative matrices having nonnegative Drazin pseud...
AbstractNonnegative matrices which are equal to their Moore-Penrose generalized inverse are characte...
AbstractWe study the nonnegativity of the Moore-Penrose inverse of the powers as well as the product...
AbstractThis paper describes all stochastic matrices which have a stochastic semi-inverse and gives ...
AbstractThe purpose of this paper is to provide a unified treatment from the geometric viewpoint of ...
AbstractSuppose M is a real square matrix such that off-diagonal elements of M are nonpositive and a...
AbstractLet A be a matrix over a ring. Suppose that P, Q, P′, and Q′ are matrices over the ring such...
Nonnegativity of the Moore-Penrose inverse of a perturbation of the form is considered when . Using...
[[abstract]]The purpose of this paper is to provide a unified treatment from the geometric viewpoint...
AbstractLet P be an n × n nonnegative, irreducible, and stochastic matrix, and consider the associat...
AbstractNonnegative mth roots of nonnegative 0-symmetric idempotent matrices have been characterized...
AbstractPositive operators on certain polyhedral cones with the property that the group inverse of t...
AbstractWe consider the inverse spectrum problem for nonnegative matrices. In particular, we derive ...
AbstractIf A is a nonsingular matrix of order n, the inverse of A is the unique matrix X for which r...
AbstractThis paper describes all stochastic matrices which have a stochastic semi-inverse and gives ...
AbstractNecessary and sufficient conditions for nonnegative matrices having nonnegative Drazin pseud...
AbstractNonnegative matrices which are equal to their Moore-Penrose generalized inverse are characte...
AbstractWe study the nonnegativity of the Moore-Penrose inverse of the powers as well as the product...
AbstractThis paper describes all stochastic matrices which have a stochastic semi-inverse and gives ...
AbstractThe purpose of this paper is to provide a unified treatment from the geometric viewpoint of ...
AbstractSuppose M is a real square matrix such that off-diagonal elements of M are nonpositive and a...
AbstractLet A be a matrix over a ring. Suppose that P, Q, P′, and Q′ are matrices over the ring such...
Nonnegativity of the Moore-Penrose inverse of a perturbation of the form is considered when . Using...
[[abstract]]The purpose of this paper is to provide a unified treatment from the geometric viewpoint...
AbstractLet P be an n × n nonnegative, irreducible, and stochastic matrix, and consider the associat...
AbstractNonnegative mth roots of nonnegative 0-symmetric idempotent matrices have been characterized...
AbstractPositive operators on certain polyhedral cones with the property that the group inverse of t...
AbstractWe consider the inverse spectrum problem for nonnegative matrices. In particular, we derive ...
AbstractIf A is a nonsingular matrix of order n, the inverse of A is the unique matrix X for which r...
AbstractThis paper describes all stochastic matrices which have a stochastic semi-inverse and gives ...
AbstractNecessary and sufficient conditions for nonnegative matrices having nonnegative Drazin pseud...
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