Add to ORKGAbstract. The main scope of this paper is to prove the following theorem of representation for a Hilbert algebra A: There exist a complete residuated lattice Lr(A) which is a G − algebra and an injective morphism of Hilbert algebras iA: A → Lr(A). As a consequence, we deduce that the free Hertz algebra HA over A (see [15]) is isomorphic with a Hertz subalgebra of Lr(A). Also, I give the description of the elements of Lr(A)
Consideration of quotient-bounded elements in a locally convex GB*-algebra leads to the study...
Using methods of homological algebra, we obtain an explicit crystal isomorphism between two realizat...
In this paper, we introduce the concept of a (lattice) skew Hilbert algebra as a natural generalizat...
Hilbert algebras started to be studied in the 50’s and they consti-tute the algebraic counterpart of...
We give a representation theorem for Hilbert algebras by means of ordered sets and characterize the ...
Abstract. Characterization of the *-algebras in the algebra of bounded operators acting on Hilbert s...
International audienceA Hilbertian (co)algebra is defined as a (co)semigroup object in the monoidal ...
Abstract. We show that the category of Hilbert algebras is complete. We also show that i
A b s t r a c t. We introduce the variety of Hilbert algebras with a modal operator , called H-algeb...
Abstract — In 1998, Hájek established a representation theorem of BL-algebrs as all subdirect produc...
We give a representation theorem for Hilbert algebras by means of ordered sets and char-acterize the...
By a representation of a C*-algebra A on a Hilbert space H we mean a morphism : A → L(H). After summ...
Characterization of the *-algebras in the algebra of bounded operators acting on Hilbert space is pr...
We introduce the variety of Hilbert algebras with a modal operator , called H -algebras. The variet...
We prove that the Galois pseudo-representation valued in the mod p^n parallel weight 1 Hecke algebra...
Consideration of quotient-bounded elements in a locally convex GB*-algebra leads to the study...
Using methods of homological algebra, we obtain an explicit crystal isomorphism between two realizat...
In this paper, we introduce the concept of a (lattice) skew Hilbert algebra as a natural generalizat...
Hilbert algebras started to be studied in the 50’s and they consti-tute the algebraic counterpart of...
We give a representation theorem for Hilbert algebras by means of ordered sets and characterize the ...
Abstract. Characterization of the *-algebras in the algebra of bounded operators acting on Hilbert s...
International audienceA Hilbertian (co)algebra is defined as a (co)semigroup object in the monoidal ...
Abstract. We show that the category of Hilbert algebras is complete. We also show that i
A b s t r a c t. We introduce the variety of Hilbert algebras with a modal operator , called H-algeb...
Abstract — In 1998, Hájek established a representation theorem of BL-algebrs as all subdirect produc...
We give a representation theorem for Hilbert algebras by means of ordered sets and char-acterize the...
By a representation of a C*-algebra A on a Hilbert space H we mean a morphism : A → L(H). After summ...
Characterization of the *-algebras in the algebra of bounded operators acting on Hilbert space is pr...
We introduce the variety of Hilbert algebras with a modal operator , called H -algebras. The variet...
We prove that the Galois pseudo-representation valued in the mod p^n parallel weight 1 Hecke algebra...
Consideration of quotient-bounded elements in a locally convex GB*-algebra leads to the study...
Using methods of homological algebra, we obtain an explicit crystal isomorphism between two realizat...
In this paper, we introduce the concept of a (lattice) skew Hilbert algebra as a natural generalizat...