AbstractWe consider the inverse spectrum problem for nonnegative matrices. In particular, we derive sufficient conditions for the existence of nonnegative and positive generalized stochastic and generalized doubly stochastic matrices with complex and real prescribed spectrum
Abstract. Inverse stochastic spectrum problem involves the construction of a stochastic matrix with ...
AbstractFor a positive integer n and for a real number s, let Γns denote the set of all n×n real mat...
It was previously shown by Sinkhorn that the sequence of matrices generated by alternately normalizi...
AbstractWe consider the inverse spectrum problem for nonnegative matrices. In particular, we derive ...
A list of complex numbers Λ = { λ1, . . . , λn} is said to be realizable if it is the spectrum of an...
AbstractIn this note, we present a useful theorem concerning the spectral properties of doubly stoch...
AbstractIn Hwang and Pyo [S.G. Hwang, S.S. Pyo, The inverse eigenvalue problem for symmetric doubly ...
AbstractWe show that for every set Λ={λ1,λ2,…,λn} of real numbers such that λ1=1⩾λ2⩾⋯⩾λn>0, ther...
Abstract{1, λ1, …, λn} is the spectrum of a stochastic matrix of order n + 1 if and only if there ex...
AbstractWe consider the following inverse spectrum problem for nonnegative matrices: given a set of ...
AbstractWe show that for every set Λ={λ1,λ2,…,λn} of real numbers such that λ1=1⩾λ2⩾⋯⩾λn>0, ther...
AbstractThe purpose of this paper is to provide a unified treatment from the geometric viewpoint of ...
AbstractNonnegative matrices with the property that the group inverse of the matrixis equal to a pow...
[[abstract]]The purpose of this paper is to provide a unified treatment from the geometric viewpoint...
AbstractThis paper describes all stochastic matrices which have a stochastic semi-inverse and gives ...
Abstract. Inverse stochastic spectrum problem involves the construction of a stochastic matrix with ...
AbstractFor a positive integer n and for a real number s, let Γns denote the set of all n×n real mat...
It was previously shown by Sinkhorn that the sequence of matrices generated by alternately normalizi...
AbstractWe consider the inverse spectrum problem for nonnegative matrices. In particular, we derive ...
A list of complex numbers Λ = { λ1, . . . , λn} is said to be realizable if it is the spectrum of an...
AbstractIn this note, we present a useful theorem concerning the spectral properties of doubly stoch...
AbstractIn Hwang and Pyo [S.G. Hwang, S.S. Pyo, The inverse eigenvalue problem for symmetric doubly ...
AbstractWe show that for every set Λ={λ1,λ2,…,λn} of real numbers such that λ1=1⩾λ2⩾⋯⩾λn>0, ther...
Abstract{1, λ1, …, λn} is the spectrum of a stochastic matrix of order n + 1 if and only if there ex...
AbstractWe consider the following inverse spectrum problem for nonnegative matrices: given a set of ...
AbstractWe show that for every set Λ={λ1,λ2,…,λn} of real numbers such that λ1=1⩾λ2⩾⋯⩾λn>0, ther...
AbstractThe purpose of this paper is to provide a unified treatment from the geometric viewpoint of ...
AbstractNonnegative matrices with the property that the group inverse of the matrixis equal to a pow...
[[abstract]]The purpose of this paper is to provide a unified treatment from the geometric viewpoint...
AbstractThis paper describes all stochastic matrices which have a stochastic semi-inverse and gives ...
Abstract. Inverse stochastic spectrum problem involves the construction of a stochastic matrix with ...
AbstractFor a positive integer n and for a real number s, let Γns denote the set of all n×n real mat...
It was previously shown by Sinkhorn that the sequence of matrices generated by alternately normalizi...
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