AbstractPositive linear functionals on a ∗-algebra are studied. The first purpose of this paper is to investigate the classification of semibounded abelian positive linear functionals. The second purpose is to study the integral representation of positive linear functionals
We continue our study of topological partial *-algebras, focusing our attention to *-semisimple part...
In the context of unbounded representation theory, representable functionals on a star algebra are i...
It is shown that linear functional on topological vector spaces are δ −precontinuous. Also we gave s...
AbstractPositive linear functionals on a ∗-algebra are studied. The first purpose of this paper is t...
AbstractThe main purpose of this paper is to define types of positive linear functionals on abstract...
The family of all extensions of a nonclosable hermitian positive linear functional defined on a dens...
AbstractThe first purpose of this paper is to study the classification of unbounded left Hilbert alg...
This is an English translation of the original article written in FrenchInternational audienceLet $A...
In this paper we show, in full details, some example of slight extensions of a nonclosable positive...
AbstractThis paper concerns Banach ∗-algebras which are nonunital or have bounded approximate identi...
International audienceUsing a variation of the Murphy-Varopoulos Theorem, we give a new proof of the...
We prove a conjecture of Yood regarding the nonexistence of submultiplicative norms on the algebra C...
We show that any bounded matrix of linear functionals [fij] : Mn(A) → Mn(C) has a representation fi...
A topological approach for extending a representable linear functional $\omega$, defined on a topolo...
In the context of unbounded representation theory, representable functionals on a star algebra are i...
We continue our study of topological partial *-algebras, focusing our attention to *-semisimple part...
In the context of unbounded representation theory, representable functionals on a star algebra are i...
It is shown that linear functional on topological vector spaces are δ −precontinuous. Also we gave s...
AbstractPositive linear functionals on a ∗-algebra are studied. The first purpose of this paper is t...
AbstractThe main purpose of this paper is to define types of positive linear functionals on abstract...
The family of all extensions of a nonclosable hermitian positive linear functional defined on a dens...
AbstractThe first purpose of this paper is to study the classification of unbounded left Hilbert alg...
This is an English translation of the original article written in FrenchInternational audienceLet $A...
In this paper we show, in full details, some example of slight extensions of a nonclosable positive...
AbstractThis paper concerns Banach ∗-algebras which are nonunital or have bounded approximate identi...
International audienceUsing a variation of the Murphy-Varopoulos Theorem, we give a new proof of the...
We prove a conjecture of Yood regarding the nonexistence of submultiplicative norms on the algebra C...
We show that any bounded matrix of linear functionals [fij] : Mn(A) → Mn(C) has a representation fi...
A topological approach for extending a representable linear functional $\omega$, defined on a topolo...
In the context of unbounded representation theory, representable functionals on a star algebra are i...
We continue our study of topological partial *-algebras, focusing our attention to *-semisimple part...
In the context of unbounded representation theory, representable functionals on a star algebra are i...
It is shown that linear functional on topological vector spaces are δ −precontinuous. Also we gave s...
DOI
Add to ORKG