Add to ORKGAbstract. We show that the category of Hilbert algebras is complete. We also show that i
This paper considers the nature and role of axioms from the point of view of the current debates abo...
The category of Hilbert modules with abelian C*-algebra of scalars and the category of fields of Hil...
. Let C denote the category of Hilbert modules which are similar to contractive Hilbert modules. It ...
International audienceA Hilbertian (co)algebra is defined as a (co)semigroup object in the monoidal ...
summary:The paper shows that commutative Hilbert algebras introduced by Y. B. Jun are just J. C. Abb...
summary:We modify slightly the definition of $H$-partial functions given by Celani and Montangie (20...
We provide axioms that guarantee a category is equivalent to that of continuous linear functions bet...
We give a representation theorem for Hilbert algebras by means of ordered sets and characterize the ...
We give a representation theorem for Hilbert algebras by means of ordered sets and char-acterize the...
In our previous paper [12], we considered the unicity problem of the maximal extension of a given Hi...
Hilbert algebras started to be studied in the 50’s and they consti-tute the algebraic counterpart of...
AbstractA generalization of Hilbert algebras to the unbounded case is considered. While such constru...
There are different ways of constructing a logic. One possibility is to define a Hilbert calculus, i...
We introduce the variety of Hilbert algebras with a modal operator , called H -algebras. The variet...
Abstract. The main scope of this paper is to prove the following theorem of representation for a Hil...
This paper considers the nature and role of axioms from the point of view of the current debates abo...
The category of Hilbert modules with abelian C*-algebra of scalars and the category of fields of Hil...
. Let C denote the category of Hilbert modules which are similar to contractive Hilbert modules. It ...
International audienceA Hilbertian (co)algebra is defined as a (co)semigroup object in the monoidal ...
summary:The paper shows that commutative Hilbert algebras introduced by Y. B. Jun are just J. C. Abb...
summary:We modify slightly the definition of $H$-partial functions given by Celani and Montangie (20...
We provide axioms that guarantee a category is equivalent to that of continuous linear functions bet...
We give a representation theorem for Hilbert algebras by means of ordered sets and characterize the ...
We give a representation theorem for Hilbert algebras by means of ordered sets and char-acterize the...
In our previous paper [12], we considered the unicity problem of the maximal extension of a given Hi...
Hilbert algebras started to be studied in the 50’s and they consti-tute the algebraic counterpart of...
AbstractA generalization of Hilbert algebras to the unbounded case is considered. While such constru...
There are different ways of constructing a logic. One possibility is to define a Hilbert calculus, i...
We introduce the variety of Hilbert algebras with a modal operator , called H -algebras. The variet...
Abstract. The main scope of this paper is to prove the following theorem of representation for a Hil...
This paper considers the nature and role of axioms from the point of view of the current debates abo...
The category of Hilbert modules with abelian C*-algebra of scalars and the category of fields of Hil...
. Let C denote the category of Hilbert modules which are similar to contractive Hilbert modules. It ...