AbstractLet L be a J-subspace lattice. A subalgebra of AlgL is called a standard subalgebra if it contains all finite rank operators in AlgL. In this paper, a characterization of Jordan isomorphisms between standard subalgebras of J-subspace lattice algebras is given. This result can apply to atomic Boolean subspace lattice algebras and pentagon subspace lattice algebras, respectively
In 1996, Harris and Kadison posed the following problem: show that a linear bijection between C∗-alg...
In 1996, Harris and Kadison posed the following problem: show that a linear bijection between C∗-alg...
AbstractWe study isometries of certain non-self-adjoint operator algebras by means of the structure ...
AbstractLet L be a J-subspace lattice. A subalgebra of AlgL is called a standard subalgebra if it co...
AbstractIn this paper, we give a characterization of Jordan elementary operators of standard subalge...
AbstractFor a commutative subspace lattice L on a complex Hilbert space and a bounded bijective line...
AbstractIt is shown that every unital surjective linear map between J-subspace lattice algebras whic...
We show that any order isomorphism between ordered structures of associative unital JB-subalgebras (...
AbstractFor a commutative subspace lattice L on a complex Hilbert space and a bounded bijective line...
AbstractIf K, L and M are (closed) subspaces of a Banach space X satisfying K∩M=(0), K∨L=X and L⊂M, ...
We show that any order isomorphism between ordered structures of associative unital JB-subalgebras (...
We show that any order isomorphism between ordered structures of associative unital JB-subalgebras (...
We show that any order isomorphism between ordered structures of associative unital JB-subalgebras (...
AbstractLet L be a J-subspace lattice on a Banach space and let A be a subalgebra of AlgL which cont...
AbstractWe show that an isomorphism between two reflexive operator algebras on Hilbert space with co...
In 1996, Harris and Kadison posed the following problem: show that a linear bijection between C∗-alg...
In 1996, Harris and Kadison posed the following problem: show that a linear bijection between C∗-alg...
AbstractWe study isometries of certain non-self-adjoint operator algebras by means of the structure ...
AbstractLet L be a J-subspace lattice. A subalgebra of AlgL is called a standard subalgebra if it co...
AbstractIn this paper, we give a characterization of Jordan elementary operators of standard subalge...
AbstractFor a commutative subspace lattice L on a complex Hilbert space and a bounded bijective line...
AbstractIt is shown that every unital surjective linear map between J-subspace lattice algebras whic...
We show that any order isomorphism between ordered structures of associative unital JB-subalgebras (...
AbstractFor a commutative subspace lattice L on a complex Hilbert space and a bounded bijective line...
AbstractIf K, L and M are (closed) subspaces of a Banach space X satisfying K∩M=(0), K∨L=X and L⊂M, ...
We show that any order isomorphism between ordered structures of associative unital JB-subalgebras (...
We show that any order isomorphism between ordered structures of associative unital JB-subalgebras (...
We show that any order isomorphism between ordered structures of associative unital JB-subalgebras (...
AbstractLet L be a J-subspace lattice on a Banach space and let A be a subalgebra of AlgL which cont...
AbstractWe show that an isomorphism between two reflexive operator algebras on Hilbert space with co...
In 1996, Harris and Kadison posed the following problem: show that a linear bijection between C∗-alg...
In 1996, Harris and Kadison posed the following problem: show that a linear bijection between C∗-alg...
AbstractWe study isometries of certain non-self-adjoint operator algebras by means of the structure ...
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