AbstractNest algebras are the natural analogues of upper triangular matix algebras in an infinite dimensional Hilbert space. In this paper, we study multiplicative isomorphisms of subalgebras of nest algebras which contain all finite rank operators but might contain no idempotents. We prove that such multiplicative mappings are automatically additive and linear (or conjugate linear)
AbstractLet AlgN and AlgM be nest algebras associated with the nests N and M on Banach Spaces. Assum...
AbstractGiven Hilbert spaces H and K and a von Neumann algebra A⊂B(H), let Φ denote the class of all...
AbstractWe consider bijections of the Hilbert space effect algebra that preserve the algebraic struc...
AbstractNest algebras are the natural analogues of upper triangular matix algebras in an infinite di...
AbstractIt is shown that every ring isomorphism between norm closed standard subalgebras of nest alg...
AbstractLet X (H) be a Banach space (Hilbert space) and let B(X) (B(H)) be the algebra of all bounde...
AbstractLet A be a standard subalgebra of a nest algebra on a Hilbert space of dimension greater tha...
AbstractIn this paper we consider multiplicative Jordan triple isomorphisms between the sets of self...
AbstractIn this paper we characterize linear mapsϕbetween two nest algebras T(N) and T(M) which sati...
AbstractIn this paper we shall give a unified technique in the discussion of the additivity of n-mul...
AbstractLet A1, A2 be algebras and let M:A1→A2, M∗:A2→A1 be maps. An elementary map of A1×A2 is an o...
We characterize type isomorphisms in the multiplicative-additive fragment of linear logic (MALL), an...
AbstractLet A and B be standard operator algebras on infinite dimensional complex Banach spaces X an...
AbstractLet B(X) be the algebra of bounded operators on a complex infinite dimensional Banach space ...
AbstractLet A be a local matrix algebra over a field of characteristic different from 2, B an arbitr...
AbstractLet AlgN and AlgM be nest algebras associated with the nests N and M on Banach Spaces. Assum...
AbstractGiven Hilbert spaces H and K and a von Neumann algebra A⊂B(H), let Φ denote the class of all...
AbstractWe consider bijections of the Hilbert space effect algebra that preserve the algebraic struc...
AbstractNest algebras are the natural analogues of upper triangular matix algebras in an infinite di...
AbstractIt is shown that every ring isomorphism between norm closed standard subalgebras of nest alg...
AbstractLet X (H) be a Banach space (Hilbert space) and let B(X) (B(H)) be the algebra of all bounde...
AbstractLet A be a standard subalgebra of a nest algebra on a Hilbert space of dimension greater tha...
AbstractIn this paper we consider multiplicative Jordan triple isomorphisms between the sets of self...
AbstractIn this paper we characterize linear mapsϕbetween two nest algebras T(N) and T(M) which sati...
AbstractIn this paper we shall give a unified technique in the discussion of the additivity of n-mul...
AbstractLet A1, A2 be algebras and let M:A1→A2, M∗:A2→A1 be maps. An elementary map of A1×A2 is an o...
We characterize type isomorphisms in the multiplicative-additive fragment of linear logic (MALL), an...
AbstractLet A and B be standard operator algebras on infinite dimensional complex Banach spaces X an...
AbstractLet B(X) be the algebra of bounded operators on a complex infinite dimensional Banach space ...
AbstractLet A be a local matrix algebra over a field of characteristic different from 2, B an arbitr...
AbstractLet AlgN and AlgM be nest algebras associated with the nests N and M on Banach Spaces. Assum...
AbstractGiven Hilbert spaces H and K and a von Neumann algebra A⊂B(H), let Φ denote the class of all...
AbstractWe consider bijections of the Hilbert space effect algebra that preserve the algebraic struc...
DOI
Add to ORKG