Preprint enviat per a la seva publicació en una revista científica.In this work we see how the property: T V (S(x) ∩ S(y)) = (T V S (x)) ∩ (t V S (y)) where T is a closed set of the closure system associated to the closure to the operator S, is related to the distributivity of the closure system's lattice and to a claracterization of the irreducible closed sets
summary:Let $\Cal A =(A,F,R)$ be an algebraic structure of type $\tau$ and $\Sigma$ a set of open fo...
summary:Let $\Cal A =(A,F,R)$ be an algebraic structure of type $\tau$ and $\Sigma$ a set of open fo...
summary:Let $\Cal A =(A,F,R)$ be an algebraic structure of type $\tau$ and $\Sigma$ a set of open fo...
This paper is concerned with the concept of closure.\ud It is a notion which is found abundantly in ...
In this paper we study two lattices of significant particular closure systems on a finite set, namel...
International audienceIn this paper we study two lattices of significant particular closure systems ...
International audienceIn this paper we study two lattices of significant particular closure systems ...
International audienceIn this paper we study two lattices of significant particular closure systems ...
International audienceIn this paper we study two lattices of significant particular closure systems ...
The concepts of closure systems and closure operations in lattice theory are basic and applied to ma...
The system of all the closure operators on a set V forms a lattice [3]. This lattice is isomorphic t...
SIGLEAvailable from INIST (FR), Document Supply Service, under shelf-number : RP 15765 / INIST-CNRS ...
In this paper we show that the set of closure relations on a nite poset P forms a supersolvable latt...
AbstractWe develop the lattice geometry which corresponds to irreducible disjoint covering systems o...
AbstractThis short note will confirm the converse of Birkhoff's theorem and establish the following:...
summary:Let $\Cal A =(A,F,R)$ be an algebraic structure of type $\tau$ and $\Sigma$ a set of open fo...
summary:Let $\Cal A =(A,F,R)$ be an algebraic structure of type $\tau$ and $\Sigma$ a set of open fo...
summary:Let $\Cal A =(A,F,R)$ be an algebraic structure of type $\tau$ and $\Sigma$ a set of open fo...
This paper is concerned with the concept of closure.\ud It is a notion which is found abundantly in ...
In this paper we study two lattices of significant particular closure systems on a finite set, namel...
International audienceIn this paper we study two lattices of significant particular closure systems ...
International audienceIn this paper we study two lattices of significant particular closure systems ...
International audienceIn this paper we study two lattices of significant particular closure systems ...
International audienceIn this paper we study two lattices of significant particular closure systems ...
The concepts of closure systems and closure operations in lattice theory are basic and applied to ma...
The system of all the closure operators on a set V forms a lattice [3]. This lattice is isomorphic t...
SIGLEAvailable from INIST (FR), Document Supply Service, under shelf-number : RP 15765 / INIST-CNRS ...
In this paper we show that the set of closure relations on a nite poset P forms a supersolvable latt...
AbstractWe develop the lattice geometry which corresponds to irreducible disjoint covering systems o...
AbstractThis short note will confirm the converse of Birkhoff's theorem and establish the following:...
summary:Let $\Cal A =(A,F,R)$ be an algebraic structure of type $\tau$ and $\Sigma$ a set of open fo...
summary:Let $\Cal A =(A,F,R)$ be an algebraic structure of type $\tau$ and $\Sigma$ a set of open fo...
summary:Let $\Cal A =(A,F,R)$ be an algebraic structure of type $\tau$ and $\Sigma$ a set of open fo...