AbstractLet A be a convex cone of n×n matrices. In this paper, we present a necessary and sufficient condition for A to contain matrices with a constant regular inertia, based on a version of the Lyapunov equation. The condition involves only the normalized extreme points of A. This extends a previous paper by the authors, where a robust stability criterion for A was obtained
AbstractLet A,B be a pair of matrices with regular inertia. If HA+A*H and HB+B*H are both positive d...
In the paper [CL1] the notion of a convex invertible cone, cic, of matrices was introduced and its g...
AbstractIn this paper we study classical spaces of analytic functions which are convex cones and clo...
Let A be a convex cone of n x n matrices. In this paper, we present a necessary and sufficient condi...
AbstractLet A be a convex cone of n×n matrices. In this paper, we present a necessary and sufficient...
Convex cones of matrices which are closed under matrix inversion are defined, and their structure is...
AbstractIn this paper we give an alternative proof of the constant inertia theorem for convex compac...
AbstractConvex cones of matrices which are closed under matrix inversion are defined, and their stru...
AbstractConvex cones of matrices which are closed under matrix inversion were defined and various co...
AbstractConvex cones of matrices which are closed under matrix inversion are defined, and their stru...
AbstractLyapunov, while studying the asymptotic stability of solutions of differential systems, prov...
In this paper, the structure of several convex cones that arise in the study of Lyapunov functions i...
In this paper, the structure of several convex cones that arise in the study of Lyapunov functions i...
In this paper we study classical spaces of analytic functions which are convex cones and closed unde...
AbstractThe solvability of linear equations with solutions in the interior of a closed convex cone i...
AbstractLet A,B be a pair of matrices with regular inertia. If HA+A*H and HB+B*H are both positive d...
In the paper [CL1] the notion of a convex invertible cone, cic, of matrices was introduced and its g...
AbstractIn this paper we study classical spaces of analytic functions which are convex cones and clo...
Let A be a convex cone of n x n matrices. In this paper, we present a necessary and sufficient condi...
AbstractLet A be a convex cone of n×n matrices. In this paper, we present a necessary and sufficient...
Convex cones of matrices which are closed under matrix inversion are defined, and their structure is...
AbstractIn this paper we give an alternative proof of the constant inertia theorem for convex compac...
AbstractConvex cones of matrices which are closed under matrix inversion are defined, and their stru...
AbstractConvex cones of matrices which are closed under matrix inversion were defined and various co...
AbstractConvex cones of matrices which are closed under matrix inversion are defined, and their stru...
AbstractLyapunov, while studying the asymptotic stability of solutions of differential systems, prov...
In this paper, the structure of several convex cones that arise in the study of Lyapunov functions i...
In this paper, the structure of several convex cones that arise in the study of Lyapunov functions i...
In this paper we study classical spaces of analytic functions which are convex cones and closed unde...
AbstractThe solvability of linear equations with solutions in the interior of a closed convex cone i...
AbstractLet A,B be a pair of matrices with regular inertia. If HA+A*H and HB+B*H are both positive d...
In the paper [CL1] the notion of a convex invertible cone, cic, of matrices was introduced and its g...
AbstractIn this paper we study classical spaces of analytic functions which are convex cones and clo...
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