This article has been retracted at the request of the Editor-in-Chief and author. Please see Elsevier Policy on Article Withdrawal (http://www.elsevier.com/locate/withdrawalpolicy).Reason: Due to an unfortunate oversight, the unrevised and incomplete version of the author's paper was published. The article will be republished in a future issue. The author and publisher apologise for this error
We provide a generalization of Mundici’s equivalence between unital Abelian lattice-ordered groups a...
summary:In the present paper we deal with generalized $MV$-algebras ($GMV$-algebras, in short) in th...
A residuated lattice is an ordered algebraic structure L = 〈L,∧,∨, · , e, \ , / 〉 such that 〈L,∧,...
AbstractOur work proposes a new paradigm for the study of various classes of cancellative residuated...
Our work proposes a new paradigm for the study of various classes of cancellative residuated lattice...
Our work proposes a new paradigm for the study of various classes of cancellative residuated lattic...
Abstract. Cancellative residuated lattices are a natural general-ization of lattice-ordered groups (...
Residuation is a fundamental concept of ordered structures and categories. In this survey we conside...
Abstract. Residuation is a fundamental concept of ordered structures and categories. In this survey ...
This thesis describes and examines some remarkable relationships existing between seemingly quite di...
There has been compelling evidence during the past decade that lattice-ordered groups (ℓ-groups) pla...
A residuated lattice is an ordered algebraic structure [formula] such that is a lattice, is a monoid...
There has been compelling evidence during the past decade that lattice-ordered groups (ℓ-groups) pla...
We provide a generalization of Mundici's equivalence between unital Abelian lattice-ordered groups a...
We introduce ($\ell$-)bimonoids as ordered algebras consisting of two compatible monoidal structures...
We provide a generalization of Mundici’s equivalence between unital Abelian lattice-ordered groups a...
summary:In the present paper we deal with generalized $MV$-algebras ($GMV$-algebras, in short) in th...
A residuated lattice is an ordered algebraic structure L = 〈L,∧,∨, · , e, \ , / 〉 such that 〈L,∧,...
AbstractOur work proposes a new paradigm for the study of various classes of cancellative residuated...
Our work proposes a new paradigm for the study of various classes of cancellative residuated lattice...
Our work proposes a new paradigm for the study of various classes of cancellative residuated lattic...
Abstract. Cancellative residuated lattices are a natural general-ization of lattice-ordered groups (...
Residuation is a fundamental concept of ordered structures and categories. In this survey we conside...
Abstract. Residuation is a fundamental concept of ordered structures and categories. In this survey ...
This thesis describes and examines some remarkable relationships existing between seemingly quite di...
There has been compelling evidence during the past decade that lattice-ordered groups (ℓ-groups) pla...
A residuated lattice is an ordered algebraic structure [formula] such that is a lattice, is a monoid...
There has been compelling evidence during the past decade that lattice-ordered groups (ℓ-groups) pla...
We provide a generalization of Mundici's equivalence between unital Abelian lattice-ordered groups a...
We introduce ($\ell$-)bimonoids as ordered algebras consisting of two compatible monoidal structures...
We provide a generalization of Mundici’s equivalence between unital Abelian lattice-ordered groups a...
summary:In the present paper we deal with generalized $MV$-algebras ($GMV$-algebras, in short) in th...
A residuated lattice is an ordered algebraic structure L = 〈L,∧,∨, · , e, \ , / 〉 such that 〈L,∧,...