AbstractThe summary of the main result of this paper is to show that if a bounded Banach space operators representation of a Lie algebra (or equivalently uniformly continuous representations of a connected locally compact group) is irreducible, then the representation is finite dimensional
Let L(X) be the algebra of all bounded operators on a Banach space X, and let t:G⇾L(X) be a represen...
For every $c\geq 1$, we define a strengthening of Kazhdan's Property (T) by considering uniformly bo...
With every Lie semi-group, Π, possessing certain regularity properties, there is associated a Lie al...
AbstractThe summary of the main result of this paper is to show that if a bounded Banach space opera...
AbstractSome results concerning the operatorially irreducible, topologically irreducible, operatoria...
AbstractIn this paper we apply the theory of second-order partial differential operators with nonneg...
In this project we try to reach one of the famous problems, namely similarity problems. Itcan be sta...
AbstractWe prove that if T is a strongly based continuous bounded representation of a locally compac...
AbstractWe give two integrability criteria for representations of Banach–Lie algebras as skew-symmet...
AbstractWe prove that if T is a strongly based continuous bounded representation of a locally compac...
AbstractThe main result of this paper is a structure theorem for continuous intertwining bilinear fo...
AbstractWe show that in the presence of suitable commutator estimates, a projective unitary represen...
Abstract. We prove a number of results on integrability and extendability of Lie algebras of unbound...
AbstractLet A be a von Neumann algebra, let σ be a strongly continuous representation of the locally...
AbstractIn this paper we develop two types of tools to deal with differentiability properties of vec...
Let L(X) be the algebra of all bounded operators on a Banach space X, and let t:G⇾L(X) be a represen...
For every $c\geq 1$, we define a strengthening of Kazhdan's Property (T) by considering uniformly bo...
With every Lie semi-group, Π, possessing certain regularity properties, there is associated a Lie al...
AbstractThe summary of the main result of this paper is to show that if a bounded Banach space opera...
AbstractSome results concerning the operatorially irreducible, topologically irreducible, operatoria...
AbstractIn this paper we apply the theory of second-order partial differential operators with nonneg...
In this project we try to reach one of the famous problems, namely similarity problems. Itcan be sta...
AbstractWe prove that if T is a strongly based continuous bounded representation of a locally compac...
AbstractWe give two integrability criteria for representations of Banach–Lie algebras as skew-symmet...
AbstractWe prove that if T is a strongly based continuous bounded representation of a locally compac...
AbstractThe main result of this paper is a structure theorem for continuous intertwining bilinear fo...
AbstractWe show that in the presence of suitable commutator estimates, a projective unitary represen...
Abstract. We prove a number of results on integrability and extendability of Lie algebras of unbound...
AbstractLet A be a von Neumann algebra, let σ be a strongly continuous representation of the locally...
AbstractIn this paper we develop two types of tools to deal with differentiability properties of vec...
Let L(X) be the algebra of all bounded operators on a Banach space X, and let t:G⇾L(X) be a represen...
For every $c\geq 1$, we define a strengthening of Kazhdan's Property (T) by considering uniformly bo...
With every Lie semi-group, Π, possessing certain regularity properties, there is associated a Lie al...
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