AbstractA theorem on uniqueness of the complete norm topology for complete normed nonassociative algebras is proved. This theorem contains the well-known one by Johnson for associative Banach algebras and the recent analogous result by Aupetit for Banach-Jordan algebras
AbstractThis paper concerns normed algebras whose product is free of the requirement of associativit...
We define the spectrum of an element a in a non-associative algebra A according to a classical notio...
AbstractWe introduce in a nonassociative setting the notions of spectral radius of a bounded subset ...
AbstractA theorem on uniqueness of the complete norm topology for complete normed nonassociative alg...
AbstractIn this paper we give a very simple subharmonic proof of an extension of the famous theorem ...
M.Sc.The aim of this dissertation will be an investigation into a classical result which asserts the...
M.Sc.The aim of this dissertation will be an investigation into a classical result which asserts the...
Any square-preserving linear seminorm on a unital commutative algebra is submultiplicative; and the ...
Any square-preserving linear seminorm on a unital commutative algebra is submultiplicative; and the ...
Let Ae be the algebra obtained by adjoining identity to a non-unital Banach algebra (A,║ · ║). Unlik...
We define the spectrum of an element a in a non-associative algebra A according to a classical notio...
AbstractIn this paper we give a very simple subharmonic proof of an extension of the famous theorem ...
The paper \cite{dalesloy1997} proved a necessary algebraic condition for a Banach algebra $A$ with f...
Abstract. Let A be a Banach function algebra on a compact space X, and let a 2 A be such that for an...
Contains fulltext : 18______.PDF (publisher's version ) (Open Access)16 p
AbstractThis paper concerns normed algebras whose product is free of the requirement of associativit...
We define the spectrum of an element a in a non-associative algebra A according to a classical notio...
AbstractWe introduce in a nonassociative setting the notions of spectral radius of a bounded subset ...
AbstractA theorem on uniqueness of the complete norm topology for complete normed nonassociative alg...
AbstractIn this paper we give a very simple subharmonic proof of an extension of the famous theorem ...
M.Sc.The aim of this dissertation will be an investigation into a classical result which asserts the...
M.Sc.The aim of this dissertation will be an investigation into a classical result which asserts the...
Any square-preserving linear seminorm on a unital commutative algebra is submultiplicative; and the ...
Any square-preserving linear seminorm on a unital commutative algebra is submultiplicative; and the ...
Let Ae be the algebra obtained by adjoining identity to a non-unital Banach algebra (A,║ · ║). Unlik...
We define the spectrum of an element a in a non-associative algebra A according to a classical notio...
AbstractIn this paper we give a very simple subharmonic proof of an extension of the famous theorem ...
The paper \cite{dalesloy1997} proved a necessary algebraic condition for a Banach algebra $A$ with f...
Abstract. Let A be a Banach function algebra on a compact space X, and let a 2 A be such that for an...
Contains fulltext : 18______.PDF (publisher's version ) (Open Access)16 p
AbstractThis paper concerns normed algebras whose product is free of the requirement of associativit...
We define the spectrum of an element a in a non-associative algebra A according to a classical notio...
AbstractWe introduce in a nonassociative setting the notions of spectral radius of a bounded subset ...
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