Kronecker or inner tensor products of representations of symmetric groups (and many other
groups) have been studied for a long time. But even for the symmetric groups no reasonable …

We investigate Kronecker products of characters for Sn and spin products for the double
covers S˜ n. We give bounds on the Durfee size of these products and provide information …

We provide a classification of multiplicity-free inner tensor products of irreducible characters
of symmetric groups, thus confirming a conjecture of Bessenrodt. Concurrently, we classify …

In this paper we improve a method of Robinson and Taulbee for computing Kronecker
coefficients and show that for any partition ν¯ of d there is a polynomial k ν¯ with rational …

In this paper we show that the existence of plane partitions, which are minimal in a sense to
be defined, yields minimal irreducible summands in the Kronecker product χ λ⊗ χ μ of two …

In this article, two families of (almost) homogeneous mixed Kronecker products of non-
faithful and of spin characters of the double covers of the symmetric groups are described …

Using a recursion formula due to Dvir, we obtain information on maximal and almost
maximal components in Kronecker products of characters of the symmetric groups. This is …

Multiplicity-free Kronecker Products of Characters of the Alternating Groups Page 1
Multiplicity-free Kronecker Products of Characters of the Alternating Groups Von der Fakultät für …

Confirming a conjecture made by Bessenrodt and Kleshchev in 1999, we classify all
Kronecker products of characters of the symmetric groups with only three or four …

In this paper we show that the existence of plane partitions, which are minimal in a sense to
be defined, yields minimal irreducible summands in the Kronecker product chi lambda …