Add to ORKGA constructive proof of the Beurling-Rudin theorem on the characterization of the closed ideals in the disk algebra A() is given
Let A be a commutative Banach algebra with a BAI (=bounded approximate identity). We equip A** with ...
Agrafeuil and Zarrabi in [1] characterized all closed ideals with at most countable hull in a unital...
Let A be a commutative Banach algebra with a BAI (=bounded approximate identity). We equip A** with ...
We consider the ideal structure of two topological Beurling algebras which arise naturally in the st...
[[abstract]]The main results of this article are (I) Let B be a homogeneous Banach algebra, A a clos...
Let D be the open unit disc in C, T=0D the unit circle, and let D"=DX... • be the n-dimensional...
The structure of closed ideals of a regular algebra containing the classical A1 is considered. Sever...
AbstractLet H' be the algebra of bounded analytic functions in the open unit disk. An ideal I in H' ...
AbstractWe give a new constructive definition for Noetherian rings. It has a very concrete statement...
We show that there do not exist finitely generated, non-principal ideals of denominators in the disk...
We show that there do not exist finitely generated, non-principal ideals of denominators in the disk...
AbstractIn this paper we show that every closed prime ideal in the algebra of bounded analytic funct...
AbstractWe study the closed ideal in the Beurling algebras Aα,β+ of holomorphic function f in the bi...
We show that there do not exist finitely generated, non-principal ideals of denominators in the disk...
We introduce the notion of a ‘q-ideal in a commutative Banach algebra, and investigate the relation ...
Let A be a commutative Banach algebra with a BAI (=bounded approximate identity). We equip A** with ...
Agrafeuil and Zarrabi in [1] characterized all closed ideals with at most countable hull in a unital...
Let A be a commutative Banach algebra with a BAI (=bounded approximate identity). We equip A** with ...
We consider the ideal structure of two topological Beurling algebras which arise naturally in the st...
[[abstract]]The main results of this article are (I) Let B be a homogeneous Banach algebra, A a clos...
Let D be the open unit disc in C, T=0D the unit circle, and let D"=DX... • be the n-dimensional...
The structure of closed ideals of a regular algebra containing the classical A1 is considered. Sever...
AbstractLet H' be the algebra of bounded analytic functions in the open unit disk. An ideal I in H' ...
AbstractWe give a new constructive definition for Noetherian rings. It has a very concrete statement...
We show that there do not exist finitely generated, non-principal ideals of denominators in the disk...
We show that there do not exist finitely generated, non-principal ideals of denominators in the disk...
AbstractIn this paper we show that every closed prime ideal in the algebra of bounded analytic funct...
AbstractWe study the closed ideal in the Beurling algebras Aα,β+ of holomorphic function f in the bi...
We show that there do not exist finitely generated, non-principal ideals of denominators in the disk...
We introduce the notion of a ‘q-ideal in a commutative Banach algebra, and investigate the relation ...
Let A be a commutative Banach algebra with a BAI (=bounded approximate identity). We equip A** with ...
Agrafeuil and Zarrabi in [1] characterized all closed ideals with at most countable hull in a unital...
Let A be a commutative Banach algebra with a BAI (=bounded approximate identity). We equip A** with ...