activity
19972017
most citedComplex group algebras of the double covers of the symmetric and alternating groups

13 citations · 19 across the 10 of their papers we have counts for

collaborators

11 papers

math.RT2017

Hook removal operators on the odd Young graph

Christine Bessenrodt, Eugenio Giannelli, Jorn B. Olsson

In this article we consider hook removal operators on odd partitions, i.e., partitions labelling odd-degree irreducible characters of finite symmetric groups. In particular we comp…

math.RT2017★ 4 cited

Restriction of Odd Degree Characters of

Christine Bessenrodt, Eugenio Giannelli, Jorn B. Olsson

Let and be natural numbers such that . We study the restriction to of odd-degree irreducible characters of the symmetric group $\mathfrak{S}…

math.RT2013★ 13 cited

Complex group algebras of the double covers of the symmetric and alternating groups

Christine Bessenrodt, Hung Ngoc Nguyen, Jørn B. Olsson +1

We prove that the double covers of the alternating and symmetric groups are determined by their complex group algebras. To be more precise, let be an integer, a finit…

math.RT2011

Submatrices of character tables and basic sets

Christine Bessenrodt, Jørn B. Olsson

In this investigation of character tables of finite groups we study basic sets and associated representation theoretic data for complementary sets of conjugacy classes. For the sym…

math.CO2011

Unique path partitions: Characterization and Congruences

Christine Bessenrodt, Jørn B. Olsson, James A. Sellers

We give a complete classification of the unique path partitions and study congruence properties of the function which enumerates such partitions.

math.CO2011★ 1 cited

Generalized hook lengths in symbols and partitions

Christine Bessenrodt, Jorn B. Olsson, Jean-Baptiste Gramain

In this paper, we present, for any integer d, a description of the set of hooks in a d-symbol. We then introduce generalized hook length functions for a d-symbol, and prove a gener…