Add to ORKGWe study the finite groups G with a faithful irreducible character whose square is a linear combinat...
AbstractIn this paper we give a new proof for the classification of irreducible modules of a Hecke a...
In this article, the equivalent expressions of the direct sum decomposition of groups are mainly dis...
summary:The idempotent modification of a group is always a subdirectly irreducible algebra
summary:The notion of idempotent modification of an algebra was introduced by Ježek. He proved that ...
summary:Let $L$ be an MS-algebra with congruence permutable skeleton. We prove that solving a system...
RésuméSoient A une C∗-algèbre approximativement finie simple avec unité, GL1(A) le groupe des invers...
In this study, we examine properties of some subgroups of the modular group which can be characteriz...
AbstractLet H be a finite group having center Z(H) of even order. By the classical Brauer–Fowler the...
AbstractLet K be an algebraically closed field of positive characteristic and let G be a reductive g...
Thesis advisor: Mark ReederA polynomial is said to be invariant for a group of linear fractional tra...
International audienceIn this short paper, we will provide a characterisation of interpretable group...
summary:Let $G = G(\cdot)$ be a commutative groupoid such that $\{(a,b,c) \in G^3$; $a\cdot bc \ne a...
AbstractIn this study, we characterize all circuits in the suborbital graph for the normalizer of Γ0...
summary:We show that group conjugation generates a proper subvariety of left distributive idempotent...
We study the finite groups G with a faithful irreducible character whose square is a linear combinat...
AbstractIn this paper we give a new proof for the classification of irreducible modules of a Hecke a...
In this article, the equivalent expressions of the direct sum decomposition of groups are mainly dis...
summary:The idempotent modification of a group is always a subdirectly irreducible algebra
summary:The notion of idempotent modification of an algebra was introduced by Ježek. He proved that ...
summary:Let $L$ be an MS-algebra with congruence permutable skeleton. We prove that solving a system...
RésuméSoient A une C∗-algèbre approximativement finie simple avec unité, GL1(A) le groupe des invers...
In this study, we examine properties of some subgroups of the modular group which can be characteriz...
AbstractLet H be a finite group having center Z(H) of even order. By the classical Brauer–Fowler the...
AbstractLet K be an algebraically closed field of positive characteristic and let G be a reductive g...
Thesis advisor: Mark ReederA polynomial is said to be invariant for a group of linear fractional tra...
International audienceIn this short paper, we will provide a characterisation of interpretable group...
summary:Let $G = G(\cdot)$ be a commutative groupoid such that $\{(a,b,c) \in G^3$; $a\cdot bc \ne a...
AbstractIn this study, we characterize all circuits in the suborbital graph for the normalizer of Γ0...
summary:We show that group conjugation generates a proper subvariety of left distributive idempotent...
We study the finite groups G with a faithful irreducible character whose square is a linear combinat...
AbstractIn this paper we give a new proof for the classification of irreducible modules of a Hecke a...
In this article, the equivalent expressions of the direct sum decomposition of groups are mainly dis...