summary:In this paper, we study and characterize some properties of a given binary operation on a lattice. More specifically, we show necessary and sufficient conditions under which a binary operation on a lattice coincides with its meet (resp. its join) operation. Importantly, we construct two new posets based on a given binary operation on a lattice and investigate some cases that these two posets have a lattice structure. Moreover, we provide some representations of a given lattice based on these new constructed lattices
The investigation of the research paper is introduced by describing an important class of binary ope...
The use of computers to produce a user-friendly safe environment is an important area of research in...
Automated and semi-automated systems that derive actionable information from massive, heterogeneous ...
summary:In this paper, we study and characterize some properties of a given binary operation on a la...
AbstractWe introduce a new lattice structure Bn on binary trees of size n. We exhibit efficient algo...
AbstractWe investigate ways in which certain binary homomorphisms of a finite algebra can guarantee ...
The lattice operations of join and meet were defined for set partitions in the nineteenth century, b...
Algebra deals with more than computations such as addition or exponentiation; it also studies relati...
A lattice is a type of structure that aims to organize certain relationships that exist between memb...
Working within a complete not necessarily atomic Boolean algebra, we use a sublattice to define a t...
Summary. In this paper we define binary and unary operations on domains. We also define the followin...
Working within a complete (not necessarily atomic) Boolean algebra, we use a sublattice to define a ...
LetL be a lattice with a least element denotedo; g(t) ∈ L is a meet pseudocomplement oft ∈ Lifx Λ t ...
Summary. In the article we introduce functors yielding to a binary operation its composition with an...
A binary operation is a calculus that combines two elements to obtain another elements. It seems qui...
The investigation of the research paper is introduced by describing an important class of binary ope...
The use of computers to produce a user-friendly safe environment is an important area of research in...
Automated and semi-automated systems that derive actionable information from massive, heterogeneous ...
summary:In this paper, we study and characterize some properties of a given binary operation on a la...
AbstractWe introduce a new lattice structure Bn on binary trees of size n. We exhibit efficient algo...
AbstractWe investigate ways in which certain binary homomorphisms of a finite algebra can guarantee ...
The lattice operations of join and meet were defined for set partitions in the nineteenth century, b...
Algebra deals with more than computations such as addition or exponentiation; it also studies relati...
A lattice is a type of structure that aims to organize certain relationships that exist between memb...
Working within a complete not necessarily atomic Boolean algebra, we use a sublattice to define a t...
Summary. In this paper we define binary and unary operations on domains. We also define the followin...
Working within a complete (not necessarily atomic) Boolean algebra, we use a sublattice to define a ...
LetL be a lattice with a least element denotedo; g(t) ∈ L is a meet pseudocomplement oft ∈ Lifx Λ t ...
Summary. In the article we introduce functors yielding to a binary operation its composition with an...
A binary operation is a calculus that combines two elements to obtain another elements. It seems qui...
The investigation of the research paper is introduced by describing an important class of binary ope...
The use of computers to produce a user-friendly safe environment is an important area of research in...
Automated and semi-automated systems that derive actionable information from massive, heterogeneous ...