AbstractThe main focus in this paper consists of extending the main results of Diagana (2015) to linear relations. Moreover, we apply our obtained results to study some properties of 3×3-block matrices of linear relations in the form, A≔(ABCDEFGHK). Namely, we show that under some suitable conditions on relations B,C,F,D,G and H, the relation A is closed if and only if A,E and K are closed. In addition, we show that if A,E, K are Fredholm linear relations, then so is the linear relation A
AbstractWe give a refinement of the linear independence criterion over function fields developed by ...
In this paper, new characterizations of the single valued extension property are given, for a bounde...
Let T\in L(E)^{n} be a commuting tuple of bounded linear operators on a complex Banach space E a...
En este artículo, presentamos los conjuntos de relaciones lineales invertibles izquierda y derecha y...
AbstractProperty (w) holds for T∈B(X) precisely when σa(T)∖σea(T)=π00(T). By comparison property (b)...
Let $S$ be a symmetric linear relation in the Pontryagin space $\left( \mathcal{K},\, \left[ .,. \ri...
The class of all open linear relations is characterised in terms of the re- strictions of the linear...
International audienceThis book is an extension of different lectures given by the authors during ma...
Let $L$ and $L_{0}$, where $L$ is an expansion of $L_{0}$, be closed linear relations (multivalued o...
AbstractWe characterize the bounded linear operators T defined on Banach spaces satisfying a-Browder...
AbstractA matrix A∈Rn×n is an M-matrix if and only if the mapping x↦−Ax is quasimonotone increasing ...
AbstractAn operator T acting on a Banach space X possesses property (gb) if σa(T)∖σSBF+−(T)=π(T), wh...
AbstractA series of basic summability results are established for matrices of linear and some nonlin...
summary:In this paper, we shall give sufficient conditions for the ultimate boundedness of solutions...
AbstractLet L∈Cn×n and let H,K∈Cn×n be Hermitian matrices.Some already known results, including the ...
AbstractWe give a refinement of the linear independence criterion over function fields developed by ...
In this paper, new characterizations of the single valued extension property are given, for a bounde...
Let T\in L(E)^{n} be a commuting tuple of bounded linear operators on a complex Banach space E a...
En este artículo, presentamos los conjuntos de relaciones lineales invertibles izquierda y derecha y...
AbstractProperty (w) holds for T∈B(X) precisely when σa(T)∖σea(T)=π00(T). By comparison property (b)...
Let $S$ be a symmetric linear relation in the Pontryagin space $\left( \mathcal{K},\, \left[ .,. \ri...
The class of all open linear relations is characterised in terms of the re- strictions of the linear...
International audienceThis book is an extension of different lectures given by the authors during ma...
Let $L$ and $L_{0}$, where $L$ is an expansion of $L_{0}$, be closed linear relations (multivalued o...
AbstractWe characterize the bounded linear operators T defined on Banach spaces satisfying a-Browder...
AbstractA matrix A∈Rn×n is an M-matrix if and only if the mapping x↦−Ax is quasimonotone increasing ...
AbstractAn operator T acting on a Banach space X possesses property (gb) if σa(T)∖σSBF+−(T)=π(T), wh...
AbstractA series of basic summability results are established for matrices of linear and some nonlin...
summary:In this paper, we shall give sufficient conditions for the ultimate boundedness of solutions...
AbstractLet L∈Cn×n and let H,K∈Cn×n be Hermitian matrices.Some already known results, including the ...
AbstractWe give a refinement of the linear independence criterion over function fields developed by ...
In this paper, new characterizations of the single valued extension property are given, for a bounde...
Let T\in L(E)^{n} be a commuting tuple of bounded linear operators on a complex Banach space E a...