Publication date
December 2016
DOIAbstract
In this paper, we introduce and study a class of bitopologized groups called ( i, j ) - irresolute-bitopological groups
In this paper, we introduce and study a class of bitopologized groups called ( i, j ) - irresolute-bitopological groups
AbstractY. Berkovichet al.[Proc. Amer. Math. Soc.115(1992), 955–959] classified finite groups in whi...
Group theory is a branch of mathematics which concerns with the study of groups. It has wide applica...
ABSTRACT. In this paper we introduce and study (i, j)-b-δ-R0 and (i, j)-b-δ-R1 spaces
In this paper, we introduce and study a class of bitopologized groups called (i, j) - semi-bitopolog...
We introduce and study two classes of topologized groups, which are called here irresolute-topologic...
Continuing the study of irresolute paratopological groups, our focus in this paper is to define and ...
AbstractIn this paper we study new class is called of generalized α b-irresolute mappings (denoted b...
Because the concept of an almost topological group is relatively new, so, in this paper, we introduc...
A group is irreducibly represented if it has a faithful irreducible unitary representation. For coun...
A group is irreducibly represented if it has a faithful irreducible unitary representation. For coun...
In this paper, the concept of (i,j)-gamma-P-open sets in bitopological spaces are introduced and cha...
AbstractLet n be an integer greater than 1, and let G be a group. An n-tuple x1,x2,…xn of elements o...
In this paper, we classify all finite solvable groups having at most two imprimitive irreducible cha...
AbstractWe study the solvable groups G that have an irreducible character χ∈Irr(G) such that χχ¯ has...
summary:Let $G$ be a finite group with exactly two nonlinear non-faithful irreducible characters. We...
AbstractY. Berkovichet al.[Proc. Amer. Math. Soc.115(1992), 955–959] classified finite groups in whi...
Group theory is a branch of mathematics which concerns with the study of groups. It has wide applica...
ABSTRACT. In this paper we introduce and study (i, j)-b-δ-R0 and (i, j)-b-δ-R1 spaces
In this paper, we introduce and study a class of bitopologized groups called (i, j) - semi-bitopolog...
We introduce and study two classes of topologized groups, which are called here irresolute-topologic...
Continuing the study of irresolute paratopological groups, our focus in this paper is to define and ...
AbstractIn this paper we study new class is called of generalized α b-irresolute mappings (denoted b...
Because the concept of an almost topological group is relatively new, so, in this paper, we introduc...
A group is irreducibly represented if it has a faithful irreducible unitary representation. For coun...
A group is irreducibly represented if it has a faithful irreducible unitary representation. For coun...
In this paper, the concept of (i,j)-gamma-P-open sets in bitopological spaces are introduced and cha...
AbstractLet n be an integer greater than 1, and let G be a group. An n-tuple x1,x2,…xn of elements o...
In this paper, we classify all finite solvable groups having at most two imprimitive irreducible cha...
AbstractWe study the solvable groups G that have an irreducible character χ∈Irr(G) such that χχ¯ has...
summary:Let $G$ be a finite group with exactly two nonlinear non-faithful irreducible characters. We...
AbstractY. Berkovichet al.[Proc. Amer. Math. Soc.115(1992), 955–959] classified finite groups in whi...
Group theory is a branch of mathematics which concerns with the study of groups. It has wide applica...
ABSTRACT. In this paper we introduce and study (i, j)-b-δ-R0 and (i, j)-b-δ-R1 spaces
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