Add to ORKGLet V be a vector space over a fully ordered field F. In Sec. 2 we characterize cones K with ascending chain condition (ACC) on faces of Ii. In Sec. 3 we show that if K has ACC on faces, then an operator A is strongly irreducible if and only if A is irreducible. In Sec. 4 we prove theorems of Perron-Frobenius type for a strongly irreducible operator A in the case that F- R, the real field, and K is a full algebraically closed cone. 1
[[abstract]]If K1 is a proper cone in Rn1 and K2 is a proper cone in Rn2, then, as is well known, th...
AbstractThis paper clarifies the theoretical relations between the concept of W-irreducibility (Schr...
AbstractIf K1 is a proper cone in Rn1 and K2 is a proper cone in Rn2, then, as is well known, the se...
AbstractLet V be a vector space over a fully ordered field F. In Sec. 2 we characterize cones K with...
AbstractMany of the important applications of the Perron-Frobenius theory of nonnegative matrices as...
AbstractWe study some relations between a reproducing cone K in a linear space V over a fully ordere...
A bounded linear operator T on a complex Hilbert space H is irreducible if it has no reducing subspa...
AbstractLet K be a closed, pointed, full cone in a finite dimensional real vector space. We associat...
Let R be a Noetherian ring of characteristic p. Given a test element c, we call R strongly bounded r...
[[abstract]]Let K be a full, pointed closed cone in a finite dimensional real vector space. For any ...
AbstractFinite-dimensional theorems of Perron-Frobenius type are proved. For A∈Cnn and a nonnegative...
Finite-dimensional theorems of Perron-Frobenius type are proved. For AEC”” and a nonnegative integer...
We study the notions of the positive cone, characteristic and C-characteristic in (Krasner) hyperfie...
AbstractThis survey deals with the aspects of archimedian partially ordered finite-dimensional real ...
AbstractThis paper is divided into two parts. In the first part, suppose that K1 and K2 are proper c...
[[abstract]]If K1 is a proper cone in Rn1 and K2 is a proper cone in Rn2, then, as is well known, th...
AbstractThis paper clarifies the theoretical relations between the concept of W-irreducibility (Schr...
AbstractIf K1 is a proper cone in Rn1 and K2 is a proper cone in Rn2, then, as is well known, the se...
AbstractLet V be a vector space over a fully ordered field F. In Sec. 2 we characterize cones K with...
AbstractMany of the important applications of the Perron-Frobenius theory of nonnegative matrices as...
AbstractWe study some relations between a reproducing cone K in a linear space V over a fully ordere...
A bounded linear operator T on a complex Hilbert space H is irreducible if it has no reducing subspa...
AbstractLet K be a closed, pointed, full cone in a finite dimensional real vector space. We associat...
Let R be a Noetherian ring of characteristic p. Given a test element c, we call R strongly bounded r...
[[abstract]]Let K be a full, pointed closed cone in a finite dimensional real vector space. For any ...
AbstractFinite-dimensional theorems of Perron-Frobenius type are proved. For A∈Cnn and a nonnegative...
Finite-dimensional theorems of Perron-Frobenius type are proved. For AEC”” and a nonnegative integer...
We study the notions of the positive cone, characteristic and C-characteristic in (Krasner) hyperfie...
AbstractThis survey deals with the aspects of archimedian partially ordered finite-dimensional real ...
AbstractThis paper is divided into two parts. In the first part, suppose that K1 and K2 are proper c...
[[abstract]]If K1 is a proper cone in Rn1 and K2 is a proper cone in Rn2, then, as is well known, th...
AbstractThis paper clarifies the theoretical relations between the concept of W-irreducibility (Schr...
AbstractIf K1 is a proper cone in Rn1 and K2 is a proper cone in Rn2, then, as is well known, the se...