2 citations · 3 across the 3 of their papers we have counts for
4 papers
Some unexpected properties of Littlewood-Richardson coefficients
Maxime Pelletier, Ressayre Nicolas
We are interested in identities between Littlewood-Richardson coefficients, and hence in comparing different tensor product decompositions of the irreducible modules of the linear…
The Heisenberg product seen as a branching problem for connected reductive groups, stability properties
Maxime Pelletier
In this article we study, in the context of complex representations of symmetric groups, some aspects of the Heisenberg product, introduced by Marcelo Aguiar, Walter Ferrer Santos,…
Production of faces of the Kronecker cone containing only stable triples
Maxime Pelletier
One way to study the Kronecker coefficients is to focus on the Kronecker cone, which is generated by the triples of partitions corresponding to non-zero Kronecker coefficients. In…
A Geometric Approach to the stabilisation of certain sequences of Kronecker coefficients
Maxime Pelletier
We give another proof, using tools from Geometric Invariant Theory, of a result due to S. Sam and A. Snowden in 2014, concerning the stability of Kro-necker coefficients. This resu…