Add to ORKGAbstract. We know that if S is a subsemigroup of a semitopological semigroup T, and stands for one of the spaces ,,, or , and (,T) denotes the canonical -compactification of T, where T has the property that (S) = (T)|s, then (|s,(S)) is an -compactification of S. In this paper, we try to show the converse of this problem when T is a locally compact group and S is a closed normal subgroup of T. In this way we construct various semigroup compactifications of T from the same type compactifications of S
summary:We prove that the semigroup operation of a topological semigroup $S$ extends to a continuous...
summary:We prove that the semigroup operation of a topological semigroup $S$ extends to a continuous...
The spectrum of an admissible subalgebra A(G) of LUC(G), the algebra of right uniformly continuous ...
Abstract. We know that if S is a subsemigroup of a semitopological semigroup T, and stands for one ...
Abstract. Using the tools introduced in [2] we investigate topological semigroup compactifications o...
International audienceOne of the central research tasks in the theory of compact semitopological sem...
In this paper, we will identify certain subsemigroups of the unit ball of as semitopological compact...
Abstract. The left multiplicative continuous compactification of a semitopo-logical semigroup is the...
Abstract. Every topological group G has some natural compactifica-tions which can be a useful tool o...
[EN] We investigate closed subsets (subsemigroups, resp.) of compact-like topological spaces (semigr...
We show that the lattice of compactifications of a topological group $G$ is a complete lattice which...
International audienceFor each monothetic unitary group without proper co-compact subgroups, we show...
International audienceFor each monothetic unitary group without proper co-compact subgroups, we show...
summary:We prove that the semigroup operation of a topological semigroup $S$ extends to a continuous...
Abstract. Let G be a topological group which is not a P-group. Then the Stone-Čech compactification...
summary:We prove that the semigroup operation of a topological semigroup $S$ extends to a continuous...
summary:We prove that the semigroup operation of a topological semigroup $S$ extends to a continuous...
The spectrum of an admissible subalgebra A(G) of LUC(G), the algebra of right uniformly continuous ...
Abstract. We know that if S is a subsemigroup of a semitopological semigroup T, and stands for one ...
Abstract. Using the tools introduced in [2] we investigate topological semigroup compactifications o...
International audienceOne of the central research tasks in the theory of compact semitopological sem...
In this paper, we will identify certain subsemigroups of the unit ball of as semitopological compact...
Abstract. The left multiplicative continuous compactification of a semitopo-logical semigroup is the...
Abstract. Every topological group G has some natural compactifica-tions which can be a useful tool o...
[EN] We investigate closed subsets (subsemigroups, resp.) of compact-like topological spaces (semigr...
We show that the lattice of compactifications of a topological group $G$ is a complete lattice which...
International audienceFor each monothetic unitary group without proper co-compact subgroups, we show...
International audienceFor each monothetic unitary group without proper co-compact subgroups, we show...
summary:We prove that the semigroup operation of a topological semigroup $S$ extends to a continuous...
Abstract. Let G be a topological group which is not a P-group. Then the Stone-Čech compactification...
summary:We prove that the semigroup operation of a topological semigroup $S$ extends to a continuous...
summary:We prove that the semigroup operation of a topological semigroup $S$ extends to a continuous...
The spectrum of an admissible subalgebra A(G) of LUC(G), the algebra of right uniformly continuous ...