AbstractEn route to the result in the title (which completes a number of partial sorties made in this direction) there is established the extendability of arbitrary monotone functions to residuated or polar maps between suitable join-extensions
In this thesis, we study square-free monomial ideals of the polynomial ring S which have a linear re...
Equivalence relations or, more general, quasiorders (i.e., reflexive and transitive binary relations...
summary:We define nice partitions of the multicomplex associated with a Stanley ideal. As the main r...
This paper deals with Galois connections between two partially ordered sets (posets) A, B. The first...
AbstractFour levels of Galois connections are exhibited, starting with the classical one and going v...
AbstractFor any poset P let J(P) denote the complete lattice of order ideals in P. J(P) is a contrav...
summary:The purpose of this paper is to study conditions under which the restriction of a certain Ga...
AbstractThe introduction of unary connectives has proved to be an important addition to the categori...
AbstractPolar graphs are a common generalization of bipartite, cobipartite, and split graphs. They a...
AbstractThe (isotone) map f: X → X is an increasing (decreasing) operator on the poset X if f(x) ⩽ f...
Polar graphs are a common generalization of bipartite, cobipartite, and split graphs. They are defin...
We investigate the properties of Galois, dual Galois, residuated, and dual residuated connections on...
J{\'o}nsson and Tarski's notion of the perfect extension of a Boolean algebra with operators has evo...
We revisit the problem of Stone duality for lattices with various quasioperators, first studied in [...
It is known that every hereditary property can be characterized by finitely many minimal obstruction...
In this thesis, we study square-free monomial ideals of the polynomial ring S which have a linear re...
Equivalence relations or, more general, quasiorders (i.e., reflexive and transitive binary relations...
summary:We define nice partitions of the multicomplex associated with a Stanley ideal. As the main r...
This paper deals with Galois connections between two partially ordered sets (posets) A, B. The first...
AbstractFour levels of Galois connections are exhibited, starting with the classical one and going v...
AbstractFor any poset P let J(P) denote the complete lattice of order ideals in P. J(P) is a contrav...
summary:The purpose of this paper is to study conditions under which the restriction of a certain Ga...
AbstractThe introduction of unary connectives has proved to be an important addition to the categori...
AbstractPolar graphs are a common generalization of bipartite, cobipartite, and split graphs. They a...
AbstractThe (isotone) map f: X → X is an increasing (decreasing) operator on the poset X if f(x) ⩽ f...
Polar graphs are a common generalization of bipartite, cobipartite, and split graphs. They are defin...
We investigate the properties of Galois, dual Galois, residuated, and dual residuated connections on...
J{\'o}nsson and Tarski's notion of the perfect extension of a Boolean algebra with operators has evo...
We revisit the problem of Stone duality for lattices with various quasioperators, first studied in [...
It is known that every hereditary property can be characterized by finitely many minimal obstruction...
In this thesis, we study square-free monomial ideals of the polynomial ring S which have a linear re...
Equivalence relations or, more general, quasiorders (i.e., reflexive and transitive binary relations...
summary:We define nice partitions of the multicomplex associated with a Stanley ideal. As the main r...