Rough sets, developed by Zdzisław Pawlak [12], are an important tool to describe the state of incomplete or partially unknown information. In this article, which is essentially the continuation of [8], we try to give the characterization of approximation operators in terms of ordinary properties of underlying relations (some of them, as serial and mediate relations, were not available in the Mizar Mathematical Library [11]). Here we drop the classical equivalence- and tolerance-based models of rough sets trying to formalize some parts of [18]
Abstract. A basic notion shared by rough set analysis and formal concept analysis is the definabilit...
Rough sets, developed by Pawlak, are an important model of incomplete or partially known information...
Approximation operators play a vital role in rough set theory. Their three elements, namely, binary ...
Abstract—I will analyze Pawlak’s rough sets and extend the usual setting of characterization via an ...
Abstract. One of the direction of rough sets theory is to extend the equivalence relation, using mor...
A survey of results is presented on relationships between the algebraic systems derived from the app...
To the memory of Zdzisław Pawlak, in recognition of his friendship and guidance Abstract. We investi...
Abstract — An important topic of rough set theory is the approximation of undefinable sets or concep...
A new type formulation of rough set theory can be developed on a binary relation by association on t...
Rough set theory is an important tool to extract knowledge from relational databases. The original d...
Abstract. In this paper we focus upon a comparison of some generalized rough approximations of sets,...
AbstractThis paper presents and compares two views of the theory of rough sets. The operator-oriente...
Darbs sastāv no trim daļām. Pirmajā daļā tiek apskatīta klasiskā Pavlaka raupju kopu teorija, kas ba...
This paper proposes new definitions of lower and upper approximations, which are basic concepts of t...
Summary. Rough sets, developed by Pawlak, are an important tool to describe a situation of incomplet...
Abstract. A basic notion shared by rough set analysis and formal concept analysis is the definabilit...
Rough sets, developed by Pawlak, are an important model of incomplete or partially known information...
Approximation operators play a vital role in rough set theory. Their three elements, namely, binary ...
Abstract—I will analyze Pawlak’s rough sets and extend the usual setting of characterization via an ...
Abstract. One of the direction of rough sets theory is to extend the equivalence relation, using mor...
A survey of results is presented on relationships between the algebraic systems derived from the app...
To the memory of Zdzisław Pawlak, in recognition of his friendship and guidance Abstract. We investi...
Abstract — An important topic of rough set theory is the approximation of undefinable sets or concep...
A new type formulation of rough set theory can be developed on a binary relation by association on t...
Rough set theory is an important tool to extract knowledge from relational databases. The original d...
Abstract. In this paper we focus upon a comparison of some generalized rough approximations of sets,...
AbstractThis paper presents and compares two views of the theory of rough sets. The operator-oriente...
Darbs sastāv no trim daļām. Pirmajā daļā tiek apskatīta klasiskā Pavlaka raupju kopu teorija, kas ba...
This paper proposes new definitions of lower and upper approximations, which are basic concepts of t...
Summary. Rough sets, developed by Pawlak, are an important tool to describe a situation of incomplet...
Abstract. A basic notion shared by rough set analysis and formal concept analysis is the definabilit...
Rough sets, developed by Pawlak, are an important model of incomplete or partially known information...
Approximation operators play a vital role in rough set theory. Their three elements, namely, binary ...