Add to ORKGAbstract. We introduce pairwise Stone spaces as a natural bitopological generalization of Stone spaces—the duals of Boolean algebras—and show that they are exactly the bitopolog
The standard topological representation of a Boolean algebra via the clopen sets of a Stone space re...
This paper deals with a duality between two categories extending the classical Stone Duality between...
We present a duality theorem for bounded lattices that improves and strengthens Urquhart's topo...
Abstract. We introduce pairwise Stone spaces as a natural bitopological generalization of Stone spac...
We introduce pairwise Stone spaces as a natural bitopological generalization of Stone spaces—the dua...
It is widely considered that the beginning of duality theory was Stone’s groundbreaking work in the ...
To investigate and establish the notion of pairwise basis for bitopological spaces is the primary fo...
In this article we will focus our attention on the variety of distributive bisemilattices and some l...
We establish a duality between the category of involutive bisemilattices and the category of semilat...
We establish a duality between the category of involutive bisemilattices and the category of semilat...
Abstract. In this paper we introduce the notion of generalized implication for lattices, as a binary...
Abstract. We define Boolean algebras over nominal sets with a function-symbol Nmirroring the N‘fresh...
The standard topological representation of a Boolean algebra via the clopen sets of a Stone space re...
Achim Jung and Drew Moshier developed a Stone-type duality theory for bitopological spaces, amongst ...
AbstractFrom a logical point of view, Stone duality for Boolean algebras relates theories in classic...
The standard topological representation of a Boolean algebra via the clopen sets of a Stone space re...
This paper deals with a duality between two categories extending the classical Stone Duality between...
We present a duality theorem for bounded lattices that improves and strengthens Urquhart's topo...
Abstract. We introduce pairwise Stone spaces as a natural bitopological generalization of Stone spac...
We introduce pairwise Stone spaces as a natural bitopological generalization of Stone spaces—the dua...
It is widely considered that the beginning of duality theory was Stone’s groundbreaking work in the ...
To investigate and establish the notion of pairwise basis for bitopological spaces is the primary fo...
In this article we will focus our attention on the variety of distributive bisemilattices and some l...
We establish a duality between the category of involutive bisemilattices and the category of semilat...
We establish a duality between the category of involutive bisemilattices and the category of semilat...
Abstract. In this paper we introduce the notion of generalized implication for lattices, as a binary...
Abstract. We define Boolean algebras over nominal sets with a function-symbol Nmirroring the N‘fresh...
The standard topological representation of a Boolean algebra via the clopen sets of a Stone space re...
Achim Jung and Drew Moshier developed a Stone-type duality theory for bitopological spaces, amongst ...
AbstractFrom a logical point of view, Stone duality for Boolean algebras relates theories in classic...
The standard topological representation of a Boolean algebra via the clopen sets of a Stone space re...
This paper deals with a duality between two categories extending the classical Stone Duality between...
We present a duality theorem for bounded lattices that improves and strengthens Urquhart's topo...