AbstractThe number of different sets that can be generated from a given set by applications of complement and closure operators is finite and small (e.g., 14). This fact, stated originally in [4] for topological closures, and the later in [2] for transitive closures of binary relations, is generalized to other closure operators, and several examples are given
It is well known that topological spaces are axiomatically characterized by the topological closure ...
AbstractWe prove that the complement of the consistent closure of the complement of the consistent c...
The scope of this paper is to give a new generalization to -closed sets namely -closed sets which in...
AbstractThe number of different sets that can be generated from a given set by applications of compl...
AbstractWe prove that the complement of the consistent closure of the complement of the consistent c...
If X is a topological space and A X, then the number of distinct sets that can be obtained from A ...
We present a term rewriting system to solve a class of open problems that are generalisations of Kur...
We present a term rewriting system to solve a class of open problems that are generalisations of Kur...
We present a term rewriting system to solve a class of open problems that are generalisations of Kur...
The Kuratowski Closure-Complement Theorem 1.1. [29] If (X,T) is a topo-logical space and A ⊆ X then ...
The Kuratowski Closure-Complement Theorem 1.1. [29] If (X, T) is a topological space and A ⊆ X then ...
This paper is concerned with the concept of closure.\ud It is a notion which is found abundantly in ...
Offers an extensive investigation of the theory of closure operators in different areas of mathemati...
Suppose we have a set, and we apply closure and complement operators. How many different sets can we...
An abstract notion of closure operator is proposed with numerous applications in topology, algebra a...
It is well known that topological spaces are axiomatically characterized by the topological closure ...
AbstractWe prove that the complement of the consistent closure of the complement of the consistent c...
The scope of this paper is to give a new generalization to -closed sets namely -closed sets which in...
AbstractThe number of different sets that can be generated from a given set by applications of compl...
AbstractWe prove that the complement of the consistent closure of the complement of the consistent c...
If X is a topological space and A X, then the number of distinct sets that can be obtained from A ...
We present a term rewriting system to solve a class of open problems that are generalisations of Kur...
We present a term rewriting system to solve a class of open problems that are generalisations of Kur...
We present a term rewriting system to solve a class of open problems that are generalisations of Kur...
The Kuratowski Closure-Complement Theorem 1.1. [29] If (X,T) is a topo-logical space and A ⊆ X then ...
The Kuratowski Closure-Complement Theorem 1.1. [29] If (X, T) is a topological space and A ⊆ X then ...
This paper is concerned with the concept of closure.\ud It is a notion which is found abundantly in ...
Offers an extensive investigation of the theory of closure operators in different areas of mathemati...
Suppose we have a set, and we apply closure and complement operators. How many different sets can we...
An abstract notion of closure operator is proposed with numerous applications in topology, algebra a...
It is well known that topological spaces are axiomatically characterized by the topological closure ...
AbstractWe prove that the complement of the consistent closure of the complement of the consistent c...
The scope of this paper is to give a new generalization to -closed sets namely -closed sets which in...
DOI
Add to ORKG