3 problems

The non-exceptional symmetric-group factorization conjecture for Schur indicators
Non-exceptional factorization conjecture. The Schur indicator of every irreducible $H$ -module is $0$ or $1$ .
openFrom papersbismash-products schur-indicators symmetric-groups
0 responses
3
The alternating-group bismash-product Schur indicator conjecture
Alternating-group indicator conjecture. The indicator satisfies
openFrom papersalternating-groups bismash-products schur-indicators
0 responses
4
The exceptional symmetric-group factorization conjecture for bismash products
The exceptional factorization conjecture. The bismash product $H$ has an irreducible module with Schur indicator $-1$ .
openFrom papersbismash-products schur-indicators symmetric-groups
0 responses
4

The non-exceptional symmetric-group factorization conjecture for Schur indicators