Add to ORKGWe prove that a homomorphismfrom complete normed algebra A into an n-dimensional normed algebra B is automatically continuous. As a consequence, B is ACHR-algebra
Let A be a semi-simple annihilator Banach algebra, and let v be a homomorphism of A into a Banach al...
In this note we introduce the concept of Cayley homomorphism which is closely related with those of ...
1. Let be a Banach algebra. We say that homomorphisms from are continuous if every homomorphism from...
AbstractWe prove that, if A and B are complete normed non-associative algebras, and if B is strongly...
We define the spectrum of an element a in a non-associative algebra A according to a classical notio...
AbstractWe prove that ifAis a non-associative algebra over the field of real numbers, if there is a ...
AbstractThis paper concerns normed algebras whose product is free of the requirement of associativit...
AbstractWe show that, if A is a finite-dimensional ∗-simple associative algebra with involution (ove...
AbstractWe introduce and investigate the notion of a norming C*-subalgebra of C*-algebra. We charact...
A ring structure is formed from a non-empty set completed by two binary operations and satisfies a ...
AbstractA theorem on uniqueness of the complete norm topology for complete normed nonassociative alg...
We combine the notion of norming algebra introduced by Pop, Sinclair and Smith with a result of Pisi...
AbstractLet A⊂C(X) and B⊂C(Y) be uniform algebras with Choquet boundaries δA and δB. A map T:A→B is ...
Click on the link to view the abstract. Keywords:Automatic continuity; Banach algebras; semisimple; ...
AbstractElements a and b of a C⁎-algebra are called orthogonal (a⊥b) if a⁎b=ab⁎=0. We say that vecto...
Let A be a semi-simple annihilator Banach algebra, and let v be a homomorphism of A into a Banach al...
In this note we introduce the concept of Cayley homomorphism which is closely related with those of ...
1. Let be a Banach algebra. We say that homomorphisms from are continuous if every homomorphism from...
AbstractWe prove that, if A and B are complete normed non-associative algebras, and if B is strongly...
We define the spectrum of an element a in a non-associative algebra A according to a classical notio...
AbstractWe prove that ifAis a non-associative algebra over the field of real numbers, if there is a ...
AbstractThis paper concerns normed algebras whose product is free of the requirement of associativit...
AbstractWe show that, if A is a finite-dimensional ∗-simple associative algebra with involution (ove...
AbstractWe introduce and investigate the notion of a norming C*-subalgebra of C*-algebra. We charact...
A ring structure is formed from a non-empty set completed by two binary operations and satisfies a ...
AbstractA theorem on uniqueness of the complete norm topology for complete normed nonassociative alg...
We combine the notion of norming algebra introduced by Pop, Sinclair and Smith with a result of Pisi...
AbstractLet A⊂C(X) and B⊂C(Y) be uniform algebras with Choquet boundaries δA and δB. A map T:A→B is ...
Click on the link to view the abstract. Keywords:Automatic continuity; Banach algebras; semisimple; ...
AbstractElements a and b of a C⁎-algebra are called orthogonal (a⊥b) if a⁎b=ab⁎=0. We say that vecto...
Let A be a semi-simple annihilator Banach algebra, and let v be a homomorphism of A into a Banach al...
In this note we introduce the concept of Cayley homomorphism which is closely related with those of ...
1. Let be a Banach algebra. We say that homomorphisms from are continuous if every homomorphism from...