On 3-Manifolds with Finite Solvable Fundamental Groups.
On a conjecture of Alperin and McKay.
On a New Approach to Williamson's Generalization of Pólya's Enumeration Theorem
Pólya’s fundamental enumeration theorem and some results from Williamson’s generalized setup of it are proved in terms of Schur- Macdonald’s theory (S-MT) of “invariant matrices”. Given a permutation group W ≤ Sd and a one-dimensional character χ of W , the polynomial functor Fχ corresponding via S-MT to the induced monomial representation Uχ = ind|Sdv/W (χ) of Sd , is studied. It turns out that the characteristic ch(Fχ ) is the weighted inventory of some set J(χ) of W -orbits in the integer-valued hypercube...
On a result of Williamson.
On base partitions and cover partitions of skew characters.
On character tables related to the alternating groups.
On hypersurface quotient singularities of dimension 4.
On irreducible projective representations of finite groups.
On symmetric functions and the spin characters of
On the automorphism group of Solomon's descent algebra.
On the closed left ideals of the group algebra
On the formula of Goulden and Rattan for Kerov polynomials.
On the Fourier transform on the infinite symmetric group.
On the irreducible characters of the groups and .
On the Kronecker product of Schur functions of two row shapes.
On the Kronecker product .
On the Modular Representations of the General Linear and Symmetric Groups.
On the -conjecture
On the Number of Characters in Blocks of Finite General Linear, Unitary and Symmetric Groups.
On the spectra of Johnson graphs.