Add to ORKGThis is an announcement of our research on semisimple commutative Banach algebras of type I and Lau algebras defined by them. We classify those algebras into four classes by means of BSE and BED algebras
In this paper we prove the following result: Let X be a Banach space over the real or complex field ...
The Beurling algebra L1(G,ω)on a locally compact Abelian group G with a measurable weight ω is shown...
This thesis presents three pieces of work. Within the first two thirds of the thesis, we study Arens...
In this paper, we explain the problem of classifying semisimple commutative Banach algebras from the...
Let $X$ be a locally compact Hausdorff space, and $A$ be a commutative semisimple Banach algebra ove...
The notion of BSE-algebras were introduced and first sudied by Takahasi and Hatori and later by Kani...
The BSE-extension introduced by the auothor and O. Hatori in 1990 is one of commutative extension fo...
We introduce a concept of commutative extension for semisimple commutative Banach algebras and consi...
AbstractIn this paper we study homomorphisms from the convolution algebraL1(R+) into certain Banach ...
Suppose that $A$ is a semi-simple and commutative Banach algebra. In this paper we try to characteri...
We give a complete representation of a ring homomorphism from a unital semisimple regular commutativ...
Pfaffenberger and Phillips [2] consider a real and unital case of the classical commutative Gelfand ...
A natural problem that arises in the study of derivations on a Banach algebra is to classify the com...
AbstractWe prove that semisimple algebras containing some algebraic element whose centralizer is sem...
Let Ï• be a homomorphism from a Banach algebra \(\mathcal B\) to a Banach algebra \(\mathcal A\). We...
In this paper we prove the following result: Let X be a Banach space over the real or complex field ...
The Beurling algebra L1(G,ω)on a locally compact Abelian group G with a measurable weight ω is shown...
This thesis presents three pieces of work. Within the first two thirds of the thesis, we study Arens...
In this paper, we explain the problem of classifying semisimple commutative Banach algebras from the...
Let $X$ be a locally compact Hausdorff space, and $A$ be a commutative semisimple Banach algebra ove...
The notion of BSE-algebras were introduced and first sudied by Takahasi and Hatori and later by Kani...
The BSE-extension introduced by the auothor and O. Hatori in 1990 is one of commutative extension fo...
We introduce a concept of commutative extension for semisimple commutative Banach algebras and consi...
AbstractIn this paper we study homomorphisms from the convolution algebraL1(R+) into certain Banach ...
Suppose that $A$ is a semi-simple and commutative Banach algebra. In this paper we try to characteri...
We give a complete representation of a ring homomorphism from a unital semisimple regular commutativ...
Pfaffenberger and Phillips [2] consider a real and unital case of the classical commutative Gelfand ...
A natural problem that arises in the study of derivations on a Banach algebra is to classify the com...
AbstractWe prove that semisimple algebras containing some algebraic element whose centralizer is sem...
Let Ï• be a homomorphism from a Banach algebra \(\mathcal B\) to a Banach algebra \(\mathcal A\). We...
In this paper we prove the following result: Let X be a Banach space over the real or complex field ...
The Beurling algebra L1(G,ω)on a locally compact Abelian group G with a measurable weight ω is shown...
This thesis presents three pieces of work. Within the first two thirds of the thesis, we study Arens...