-Carter partitions, their crystal-theoretic behavior and generating function.
2-weigths for classical groups.
4-core partitions and class numbers
A brief review of abelian categorifications.
A characterization of characters which arise from ...-normalizers.
A Characterization of GL(2, 3) and SL(2,5) by the Degrees of their Representations.
A characterization of in terms of the number of character zeros.
A Characterization of the Modular Representations of Finite Groups with Split (B, N)-Pairs.
A class of projective representations of hyperoctahedral groups and Schur Q-functions
A combinatorial formula for orthogonal idempotents in the 0-Hecke algebra of the symmetric group.
A computational verification of Alperin's weight conjecture for groups of small order and their prime fields.
A Construction of Representations of Weyl Groups.
A direct factor theorem for commutative group algebras
Suppose is a field of characteristic and is a -primary abelian -group. It is shown that is a direct factor of the group of units of the group algebra .
A double chain of coupled circuits in analogy with mechanical lattices.
A family of critically finite maps with symmetry.
The symmetric group Sn acts as a reflection group on CPn-2 (for n>=3).Associated with each of the (n2) transpositions in Sn is an involution on CPn-2 that pointwise fixes a hyperplane -the mirrors of the action. For each such action, there is a unique Sn-symmetric holomorphic map of degree n+1 whose critical set is precisely the collection of hyperplanes. Since the map preserves each reflecting hyperplane, the members of this family are critically-finite in a very strong sense. Considerations...
A Frobenius formula for the characters of the Hecke algebras.
A Frobenius Theorem for Blocks.
A Gel'fand model for a Weyl group of type .
A generalization of the orthogonality relations of Green functions.
A generalized Hopf formula for higher homology groups.