Add to ORKGsummary:The concept of a basic pseudoring is introduced. It is shown that every orthomodular lattice can be converted into a basic pseudoring by using of the term operation called Sasaki projection. It is given a mutual relationship between basic algebras and basic pseudorings. There are characterized basic pseudorings which can be converted into othomodular lattices
This thesis is concerned with the analysis of common features and distinguishing traits of algebraic...
logic of Lukasiewicz. The variety of MV-algebras is generated by the MV-algebra of the real interval...
summary:The paper deals with orthomodular lattices which are so-called horizontal sums of Boolean al...
summary:The concept of a basic pseudoring is introduced. It is shown that every orthomodular lattice...
In order to represent lattice pseudoeffect algebras, a non-commutative generalization of lattice eff...
In this article, we introduce the notion of near semiring with involution. Generalizing the theory o...
AbstractPseudocomplemented semilattices are studied here from an algebraic point of view, stressing ...
Pseudo-hoops are algebraic structures introduced in [1, 2] by B. Bosbach under the name of complemen...
summary:Orthomodular implication algebras (with or without compatibility condition) are a natural ge...
summary:An equivalent definition of compatibility in pseudo-effect algebras is given, and its relati...
summary:In Chajda's paper (2014), to an arbitrary BCI-algebra the author assigned an ordered structu...
summary:Directoids as a generalization of semilattices were introduced by J. Je\v{z}ek and R. Quac...
In this paper we study pseudo-BCH algebras which are semilattices or lattices with respect to the na...
AbstractMotivated by strongly π-regular elements and quasipolar elements, we introduce the concept o...
summary:We give two variations of the Holland representation theorem for $\ell $-groups and of its g...
This thesis is concerned with the analysis of common features and distinguishing traits of algebraic...
logic of Lukasiewicz. The variety of MV-algebras is generated by the MV-algebra of the real interval...
summary:The paper deals with orthomodular lattices which are so-called horizontal sums of Boolean al...
summary:The concept of a basic pseudoring is introduced. It is shown that every orthomodular lattice...
In order to represent lattice pseudoeffect algebras, a non-commutative generalization of lattice eff...
In this article, we introduce the notion of near semiring with involution. Generalizing the theory o...
AbstractPseudocomplemented semilattices are studied here from an algebraic point of view, stressing ...
Pseudo-hoops are algebraic structures introduced in [1, 2] by B. Bosbach under the name of complemen...
summary:Orthomodular implication algebras (with or without compatibility condition) are a natural ge...
summary:An equivalent definition of compatibility in pseudo-effect algebras is given, and its relati...
summary:In Chajda's paper (2014), to an arbitrary BCI-algebra the author assigned an ordered structu...
summary:Directoids as a generalization of semilattices were introduced by J. Je\v{z}ek and R. Quac...
In this paper we study pseudo-BCH algebras which are semilattices or lattices with respect to the na...
AbstractMotivated by strongly π-regular elements and quasipolar elements, we introduce the concept o...
summary:We give two variations of the Holland representation theorem for $\ell $-groups and of its g...
This thesis is concerned with the analysis of common features and distinguishing traits of algebraic...
logic of Lukasiewicz. The variety of MV-algebras is generated by the MV-algebra of the real interval...
summary:The paper deals with orthomodular lattices which are so-called horizontal sums of Boolean al...