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Conjugacy Classes in Algebraic Monoids II

Canadian Journal of Mathematics, 1994
AbstractLet M be a connected linear algebraic monoid with zero and a reductive unit group. We show that there exist reductive groups G1,..., Gt, each with an automorphism, such that the conjugacy classes of M are in a natural bijective correspondence with the twisted conjugacy classes of Gi, i = 1,..., t.
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Phases and conjugacy classes

1980
The preceding section is a synopsis of the results obtained by a conjugacy class analysis of the SGA for an anisotropic fermi superfluid. I apologize for the jargon used in describing the various experimentally observed states; however, there is enough correspondence between subalgebras and phases to suggest that the relationship is not merely ...
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BOUNDED CONJUGACY CLASSES AND CONJUGACY CLASSES SUPPORTING INVARIANT MEASURES AND AUTOMORPHISMS

Bulletin of the Australian Mathematical Society
Abstract We consider conjugacy classes in a locally compact group G that support finite G -invariant measures. If G is a property (M) extension of an abelian group, in particular, if
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Solvable conjugacy class graph of groups

Discrete Mathematics, 2023
Peter J Cameron, Benjamin Sambale
exaly  

Conjugacy classes

1970
T. A. Springer, R. Steinberg
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Determining group structure by set of conjugacy class sizes

Communications in Algebra, 2020
Changguo shao
exaly  

Conjugacy Classes, Class Sums and Character Tables for Hopf Algebras

Communications in Algebra, 2011
Miriam Cohen, Sara Westreich
exaly  

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