Add to ORKGA set of easily verifiable sufficient conditions are derived for the existence of a positive (componentwise) solution of a linear nonhomogeneous system of equations in which the coefficient matrix can be partitioned into submatrices with positive ele-ments. 1
The method to compare only one component of the solution vector of linear functional differential s...
We study mathematical conditions to guarantee the existence of positive solutions to a general non-l...
Abstract. It is proved a necessary and sufficient condition for the existence of Ψ-bounded solutions...
AbstractA set of easily verifiable sufficient conditions are derived for the existence of a positive...
Easily verifiable sufficient conditions are obtained for the existence of a positive solution (compo...
AbstractEasily verifiable sufficient conditions are obtained for the existence of a positive solutio...
AbstractWe characterize the existence of a positive definite l×l matrix X the entries of which satis...
AbstractA sufficient condition for a doubly nonnegative matrix to be completely positive is given, i...
Positive linear systems are frequently used as mathematical models in research areas like biology an...
AbstractPositive linear systems are frequently used as mathematical models in research areas like bi...
Necessary and sufficient conditions for the existence of a positive definite solution of the matrix ...
The matrix equation X + A*X-2A = I is studied. Some necessary and sufficient conditions for the exis...
The stability of positive linear continuous-time and discrete-time systems is analyzed by the use of...
We consider a system of linear equations with positive coefficients, where the entries of the nonneg...
Abstract—This paper investigates the uniqueness of a nonneg-ative vector solution and the uniqueness...
The method to compare only one component of the solution vector of linear functional differential s...
We study mathematical conditions to guarantee the existence of positive solutions to a general non-l...
Abstract. It is proved a necessary and sufficient condition for the existence of Ψ-bounded solutions...
AbstractA set of easily verifiable sufficient conditions are derived for the existence of a positive...
Easily verifiable sufficient conditions are obtained for the existence of a positive solution (compo...
AbstractEasily verifiable sufficient conditions are obtained for the existence of a positive solutio...
AbstractWe characterize the existence of a positive definite l×l matrix X the entries of which satis...
AbstractA sufficient condition for a doubly nonnegative matrix to be completely positive is given, i...
Positive linear systems are frequently used as mathematical models in research areas like biology an...
AbstractPositive linear systems are frequently used as mathematical models in research areas like bi...
Necessary and sufficient conditions for the existence of a positive definite solution of the matrix ...
The matrix equation X + A*X-2A = I is studied. Some necessary and sufficient conditions for the exis...
The stability of positive linear continuous-time and discrete-time systems is analyzed by the use of...
We consider a system of linear equations with positive coefficients, where the entries of the nonneg...
Abstract—This paper investigates the uniqueness of a nonneg-ative vector solution and the uniqueness...
The method to compare only one component of the solution vector of linear functional differential s...
We study mathematical conditions to guarantee the existence of positive solutions to a general non-l...
Abstract. It is proved a necessary and sufficient condition for the existence of Ψ-bounded solutions...