In this paper we classify all multiplicity-free faithful per- mutation representations of the covering groups of the sporadic simple groups. These results were obtained computationally, making extensive use of the GAP library of character tables
We prove Cherlin's conjecture, concerning binary primitive permutation groups, for those groups with...
summary:Each homogeneous space of a quasigroup affords a representation of the Bose-Mesner algebra o...
AbstractIn 1955 Hall and Paige conjectured that a finite group is admissible, i.e., admits complete ...
Abstract. In this paper we classify all multiplicity-free faithful permutation representations of th...
In this paper we classify all multiplicity-free faithful per- mutation representations of the coveri...
A transitive permutation representation of a finite group G is said to be multiplicity-free if each ...
A permutation representation of a finite group is multiplicity-free if all the irreducible constitue...
AbstractWe introduce a database containing the character tables of the endomorphism rings of the mul...
We complete the classification of the multiplicity-free permutation actions of nearly simple groups ...
AbstractBuilding on work of Saxl, we classify the multiplicity-free permutation characters of all sy...
AbstractLet G be a finite group with two transitive permutation representations on the sets Ω1 and Ω...
AbstractWe describe three different methods to compute all those characters of a finite group that h...
AbstractA complete mapping of a group G is a permutation ϕ:G→G such that g↦gϕ(g) is also a permutati...
If k and l are positive integers with k⩽l, then the free group of countable rank has a faithful perm...
Let $n$ be a non-negative integer. Combining algebraic and combinatorial techniques, we investigate ...
We prove Cherlin's conjecture, concerning binary primitive permutation groups, for those groups with...
summary:Each homogeneous space of a quasigroup affords a representation of the Bose-Mesner algebra o...
AbstractIn 1955 Hall and Paige conjectured that a finite group is admissible, i.e., admits complete ...
Abstract. In this paper we classify all multiplicity-free faithful permutation representations of th...
In this paper we classify all multiplicity-free faithful per- mutation representations of the coveri...
A transitive permutation representation of a finite group G is said to be multiplicity-free if each ...
A permutation representation of a finite group is multiplicity-free if all the irreducible constitue...
AbstractWe introduce a database containing the character tables of the endomorphism rings of the mul...
We complete the classification of the multiplicity-free permutation actions of nearly simple groups ...
AbstractBuilding on work of Saxl, we classify the multiplicity-free permutation characters of all sy...
AbstractLet G be a finite group with two transitive permutation representations on the sets Ω1 and Ω...
AbstractWe describe three different methods to compute all those characters of a finite group that h...
AbstractA complete mapping of a group G is a permutation ϕ:G→G such that g↦gϕ(g) is also a permutati...
If k and l are positive integers with k⩽l, then the free group of countable rank has a faithful perm...
Let $n$ be a non-negative integer. Combining algebraic and combinatorial techniques, we investigate ...
We prove Cherlin's conjecture, concerning binary primitive permutation groups, for those groups with...
summary:Each homogeneous space of a quasigroup affords a representation of the Bose-Mesner algebra o...
AbstractIn 1955 Hall and Paige conjectured that a finite group is admissible, i.e., admits complete ...
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