We introduce the concept of IVF approximating spaces and obtain decision conditions that every IVF topological space is an IVF approximating space
In this paper we study fixpoints of operators on lattices and bilattices in a systematic and princip...
The classical Artin–Whaples approximation theorem allows to simultaneously approximate finitely ma...
summary:Generalized MV-algebras (= GMV-algebras) are non-commutative generalizations of MV-algebras....
An approximation space is a key concept in rough set theory, which plays an important role to approx...
AbstractAn approximation space is a key concept in rough set theory, which plays an important role t...
This paper is devoted to the study of axiomatic characterizations of IVF rough approximation operato...
AbstractA general approximation property for topological spaces is studied in relation with fixed po...
Tchebycheff (or Haar) and weak Tchebycheff spaces play a central role when considering problems of b...
In the following text a proper subclass of Alexandroff topological spaces, namely functional Alexand...
We sharpen the notion of a quasi-uniform space to spaces which carry with them functional means of a...
AbstractWe sharpen the notion of a quasi-uniform space to spaces which carry with them functional me...
Assume f be a real valued function on a topological vector space X. We extend known notions of f-bes...
Abstract. We prove an analogous of Banach Theorem for approximatively surjective mappings on Schwart...
We argue that in order to reason with similarity we need to model the concept of discriminating powe...
Some new fixed point theorems for approximable maps are obtained in this paper. Homotopy results, v...
In this paper we study fixpoints of operators on lattices and bilattices in a systematic and princip...
The classical Artin–Whaples approximation theorem allows to simultaneously approximate finitely ma...
summary:Generalized MV-algebras (= GMV-algebras) are non-commutative generalizations of MV-algebras....
An approximation space is a key concept in rough set theory, which plays an important role to approx...
AbstractAn approximation space is a key concept in rough set theory, which plays an important role t...
This paper is devoted to the study of axiomatic characterizations of IVF rough approximation operato...
AbstractA general approximation property for topological spaces is studied in relation with fixed po...
Tchebycheff (or Haar) and weak Tchebycheff spaces play a central role when considering problems of b...
In the following text a proper subclass of Alexandroff topological spaces, namely functional Alexand...
We sharpen the notion of a quasi-uniform space to spaces which carry with them functional means of a...
AbstractWe sharpen the notion of a quasi-uniform space to spaces which carry with them functional me...
Assume f be a real valued function on a topological vector space X. We extend known notions of f-bes...
Abstract. We prove an analogous of Banach Theorem for approximatively surjective mappings on Schwart...
We argue that in order to reason with similarity we need to model the concept of discriminating powe...
Some new fixed point theorems for approximable maps are obtained in this paper. Homotopy results, v...
In this paper we study fixpoints of operators on lattices and bilattices in a systematic and princip...
The classical Artin–Whaples approximation theorem allows to simultaneously approximate finitely ma...
summary:Generalized MV-algebras (= GMV-algebras) are non-commutative generalizations of MV-algebras....
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