Using left ideals, right ideals, and the smallest two sided ideal in a compact right topological semigroup, we derive an extension of the Main Lemma to Carlson\u27s Theorem. This extension involves an infinite sequence of variable words over a finite alphabet, some of which are required to have the variable as the first letter and others of which are required to have the variable as the last letter
International audienceThe Carlson-Simpson lemma is a combinatorial statement occurring in the proof ...
Abstract In this paper we present an important new results for study of fuzzy semigroups (both alge...
In this paper we have defined neutrosophic ideals, neutrosophic interior ideals, netrosophic quasi-i...
In [3] a notion of a covered ideal was introduced. The aim of the present paper is to show some othe...
A semigroup S is said to be right pseudo-finite if the universal right congruence can be generated b...
We give a thorough structural analysis of the principal one-sided ideals of arbitrary semigroups, an...
In the literature of ideals a left ideal L of a system S has usually been defined by the inclusion o...
In [4] and [5] the structure of semigroups having both one-sided and two-sided bases has been invest...
In this paper, we introduce T-Γ-ideals, relative Γ-ideals, Act Γ-ideals, maximal Γ-ideals and minima...
Right wnes are semigroups with a left cancellation law such that for any two elements a, b there exi...
AbstractWe consider the Stone-Čech compactification βS of a countably infinite discrete commutative ...
In this book the authors for the first time introduce a new type of topological spaces called the se...
In 1984 T. Carlson and S. Simpson established an infinitary extension of the Hales-Jewett Theorem in...
Abstract. We give some generalizations of proximal relation and distal structure relation of a trans...
In the first part of the paper the foundations of the theory of polars are generalized from lattice ...
International audienceThe Carlson-Simpson lemma is a combinatorial statement occurring in the proof ...
Abstract In this paper we present an important new results for study of fuzzy semigroups (both alge...
In this paper we have defined neutrosophic ideals, neutrosophic interior ideals, netrosophic quasi-i...
In [3] a notion of a covered ideal was introduced. The aim of the present paper is to show some othe...
A semigroup S is said to be right pseudo-finite if the universal right congruence can be generated b...
We give a thorough structural analysis of the principal one-sided ideals of arbitrary semigroups, an...
In the literature of ideals a left ideal L of a system S has usually been defined by the inclusion o...
In [4] and [5] the structure of semigroups having both one-sided and two-sided bases has been invest...
In this paper, we introduce T-Γ-ideals, relative Γ-ideals, Act Γ-ideals, maximal Γ-ideals and minima...
Right wnes are semigroups with a left cancellation law such that for any two elements a, b there exi...
AbstractWe consider the Stone-Čech compactification βS of a countably infinite discrete commutative ...
In this book the authors for the first time introduce a new type of topological spaces called the se...
In 1984 T. Carlson and S. Simpson established an infinitary extension of the Hales-Jewett Theorem in...
Abstract. We give some generalizations of proximal relation and distal structure relation of a trans...
In the first part of the paper the foundations of the theory of polars are generalized from lattice ...
International audienceThe Carlson-Simpson lemma is a combinatorial statement occurring in the proof ...
Abstract In this paper we present an important new results for study of fuzzy semigroups (both alge...
In this paper we have defined neutrosophic ideals, neutrosophic interior ideals, netrosophic quasi-i...
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