Generalized quotients are defined as equivalence classes of pairs (x, f), where x is an element of a nonempty set X and f is an element of a commutative semigroup G acting on X. Topologies on X and G induce a natural topology on B(X,G), the space of generalized quotients. Separation properties of this topology are investigated
ABSTRACT. Let G be a group with binary operation,’. Let T be a topology for G such that for all g G ...
AbstractA finite Abelian group G is partitioned into subsets which are translations of each other. A...
In this paper, we introduce a new class of sets called -generalized semiclosed sets and -generali...
Generalized quotients axe defined as equivalence classes of pairs (x, f), where x is an element of a...
Generalized quotients axe defined as equivalence classes of pairs (x, f), where x is an element of a...
Generalized quotients axe defined as equivalence classes of pairs (x, f), where x is an element of a...
[EN] Generalized quotients are defined as equivalence classes of pairs (x, f), where x is an element...
In this paper, we introduce some new separation axioms in the category of generalized topological sp...
AbstractThe standard construction of quotient spaces in topology uses full separation and power sets...
A space of pseudoquotients, denoted by ℬ(X, S), is defined as equivalence classes of pairs (x, f), w...
A space of pseudoquotients, denoted by ℬ(X, S), is defined as equivalence classes of pairs (x, f), w...
AbstractWe define the homotopy theory for topological semigroups and study some of its basic propert...
Earlier various generalizations of the usual separation properties of topology and separation proper...
In this paper g-?-irresolute homeomorphism, generalized quotient topology and g-?-irresolute quotien...
ABSTRACT. Let G be a group with binary operation,’. Let T be a topology for G such that for all g G ...
ABSTRACT. Let G be a group with binary operation,’. Let T be a topology for G such that for all g G ...
AbstractA finite Abelian group G is partitioned into subsets which are translations of each other. A...
In this paper, we introduce a new class of sets called -generalized semiclosed sets and -generali...
Generalized quotients axe defined as equivalence classes of pairs (x, f), where x is an element of a...
Generalized quotients axe defined as equivalence classes of pairs (x, f), where x is an element of a...
Generalized quotients axe defined as equivalence classes of pairs (x, f), where x is an element of a...
[EN] Generalized quotients are defined as equivalence classes of pairs (x, f), where x is an element...
In this paper, we introduce some new separation axioms in the category of generalized topological sp...
AbstractThe standard construction of quotient spaces in topology uses full separation and power sets...
A space of pseudoquotients, denoted by ℬ(X, S), is defined as equivalence classes of pairs (x, f), w...
A space of pseudoquotients, denoted by ℬ(X, S), is defined as equivalence classes of pairs (x, f), w...
AbstractWe define the homotopy theory for topological semigroups and study some of its basic propert...
Earlier various generalizations of the usual separation properties of topology and separation proper...
In this paper g-?-irresolute homeomorphism, generalized quotient topology and g-?-irresolute quotien...
ABSTRACT. Let G be a group with binary operation,’. Let T be a topology for G such that for all g G ...
ABSTRACT. Let G be a group with binary operation,’. Let T be a topology for G such that for all g G ...
AbstractA finite Abelian group G is partitioned into subsets which are translations of each other. A...
In this paper, we introduce a new class of sets called -generalized semiclosed sets and -generali...
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