A strong form of continuity of functions between topological spaces is introduced and studied. It is shown that in many known results, especially closed graph theorems, functions under consideration are R-continuous. Several results in the literature concerning strong continuity properties are generalized and/or improved
The topological dynamics of continuous and noncontinuous dynamical systems are investigated. Various...
It is shown that if domain is a sum connected space and range is a T0-space, then the notions of str...
This book brings together into a general setting various techniques in the study of the topological ...
The family of regular closed subsets of a topological space is used to introduce two concepts concer...
The family of regular closed subsets of a topological space is used to introduce two concepts concer...
In this paper, a new class of continuous functions called R#-continuous maps in topological spaces a...
Abstract. In the present paper, we oer a new form of rm continu-ity, called rm contra-continuity, by...
[EN] As embodied in the title of the paper strong and weak variants of continuity that lie strictly ...
Abstract. We prove that for any topological space X and any function f: X → R such that Gr(f) is con...
Abstract. We introduce the notion of R(g, g)-continuity on general-ized topological spaces, which is...
Summary. This article is devoted to functions of general topological spaces. A function from X to Y ...
In this paper we define a topological space X to be θ-regular if every filterbase in X with a nonemp...
Abstract. In this paper, we introduce the concepts of faintly γ-continuity and extremely γ-closed gr...
This paper concerns itself mainly with those functions from one topological or metric space to anoth...
A strong variant of continuity called ‘F-supercontinuity’ is introduced. The class of F-supercontinu...
The topological dynamics of continuous and noncontinuous dynamical systems are investigated. Various...
It is shown that if domain is a sum connected space and range is a T0-space, then the notions of str...
This book brings together into a general setting various techniques in the study of the topological ...
The family of regular closed subsets of a topological space is used to introduce two concepts concer...
The family of regular closed subsets of a topological space is used to introduce two concepts concer...
In this paper, a new class of continuous functions called R#-continuous maps in topological spaces a...
Abstract. In the present paper, we oer a new form of rm continu-ity, called rm contra-continuity, by...
[EN] As embodied in the title of the paper strong and weak variants of continuity that lie strictly ...
Abstract. We prove that for any topological space X and any function f: X → R such that Gr(f) is con...
Abstract. We introduce the notion of R(g, g)-continuity on general-ized topological spaces, which is...
Summary. This article is devoted to functions of general topological spaces. A function from X to Y ...
In this paper we define a topological space X to be θ-regular if every filterbase in X with a nonemp...
Abstract. In this paper, we introduce the concepts of faintly γ-continuity and extremely γ-closed gr...
This paper concerns itself mainly with those functions from one topological or metric space to anoth...
A strong variant of continuity called ‘F-supercontinuity’ is introduced. The class of F-supercontinu...
The topological dynamics of continuous and noncontinuous dynamical systems are investigated. Various...
It is shown that if domain is a sum connected space and range is a T0-space, then the notions of str...
This book brings together into a general setting various techniques in the study of the topological ...
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