AbstractLet G be a Lie group and L C G a Lie subgroup. We give necessary and sufficient conditions for a family of cosets of L to generate a subsemigroup with nonempty interior in G. We apply these conditions to symmetric pairs (G, L) where L is a subgroup of G such that Go C L C Gi and r is an involutive automorphism of G. As a consequence we prove that for several r the fixed point group GI is a maximal semigroup
Abstract. Let G be a semisimple real Lie group of non-compact type, K a maximal compact subgroup and...
Let In be the symmetric inverse semigroup, and let PODIn and POIn be its subsemigroups of monotone p...
The symmetric inverse monoid I-n,, is the set of all partial permutations of an n-element set. The l...
Let G be a Lie group and L subset of G a Lie subgroup. We give necessary and sufficient conditions f...
AbstractLet G be a Lie group and L C G a Lie subgroup. We give necessary and sufficient conditions f...
Este trabalho divide-se em duas partes. Na primeira parte, obtemos condições necessárias e suficient...
Let G be a noncompact semi-simple Lie group and S subset of G a Lie semigroup with nonempty interior...
Abels H. Subsemigroups of Semisimple Lie Groups. Transformation Groups. 2015;20(2):307-318.Let G be ...
An involution on a semigroup S (or any algebra with an underlying associative binary operation) is a...
The major problem with which this paper is concerned is determining criteria that allow one to decid...
Abstract The symmetric inverse monoid In is the set of all partial permutations of an n-element set....
Subsemigroups of finite-dimensional Lie groups that are generated by one-parameter semigroups are th...
The maximal semigroups with nonempty interior in a semi-simple Lie group with finite center are char...
Let G/H be an irreducible globally hyperbolic semisimple symmetric space, and let S ⊆ G be a subsemi...
In this paper we prove a generalization of the convexity theorem in [3] for a symmetric space G/H. H...
Abstract. Let G be a semisimple real Lie group of non-compact type, K a maximal compact subgroup and...
Let In be the symmetric inverse semigroup, and let PODIn and POIn be its subsemigroups of monotone p...
The symmetric inverse monoid I-n,, is the set of all partial permutations of an n-element set. The l...
Let G be a Lie group and L subset of G a Lie subgroup. We give necessary and sufficient conditions f...
AbstractLet G be a Lie group and L C G a Lie subgroup. We give necessary and sufficient conditions f...
Este trabalho divide-se em duas partes. Na primeira parte, obtemos condições necessárias e suficient...
Let G be a noncompact semi-simple Lie group and S subset of G a Lie semigroup with nonempty interior...
Abels H. Subsemigroups of Semisimple Lie Groups. Transformation Groups. 2015;20(2):307-318.Let G be ...
An involution on a semigroup S (or any algebra with an underlying associative binary operation) is a...
The major problem with which this paper is concerned is determining criteria that allow one to decid...
Abstract The symmetric inverse monoid In is the set of all partial permutations of an n-element set....
Subsemigroups of finite-dimensional Lie groups that are generated by one-parameter semigroups are th...
The maximal semigroups with nonempty interior in a semi-simple Lie group with finite center are char...
Let G/H be an irreducible globally hyperbolic semisimple symmetric space, and let S ⊆ G be a subsemi...
In this paper we prove a generalization of the convexity theorem in [3] for a symmetric space G/H. H...
Abstract. Let G be a semisimple real Lie group of non-compact type, K a maximal compact subgroup and...
Let In be the symmetric inverse semigroup, and let PODIn and POIn be its subsemigroups of monotone p...
The symmetric inverse monoid I-n,, is the set of all partial permutations of an n-element set. The l...
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