5 problems

Generalized Springer correspondence conjecture for graded Hecke algebras of type $B_n$
Let $R_0$ be a root system of type $B_n$ , let $\bbH$ be the associated graded Hecke algebra with long-root label $k_1\neq 0$ and short-root label $k_2=mk_1$ , where…
openFrom papersgraded-hecke-algebras green-functions springer-correspondence
0 responses
3
Positivity and unimodality for inflated characters of Weyl groups
Let $G$ be a connected complex reductive group with Weyl group $W$ , let $\psi\in\operatorname{Irr}(W)$ be inflated from a quotient … and let $\alpha_{\psi,G}^{z}$ be the Laurent po…
openFrom paperspositivity springer-correspondence weyl-groups
0 responses
7
Expectation for the stable wavefront set of a theta representation
Stable wavefront-set conjecture. One has
openFrom papersnilpotent-orbits springer-correspondence theta-representations
0 responses
6
Bao Shou's same-fingerprint symbol-invariant conjecture
Let rigid semisimple operators be labeled by pairs of partitions $(\lambda^{'},\lambda^{”})$ . Fix a fingerprint invariant, and consider operators satisfying different conditions in…
openFrom paperspartition-combinatorics representation-theory springer-correspondence
0 responses
3
Fourier-transform Springer correspondence for the split symmetric pair in type A
Fourier-transform Springer correspondence. If $\lambda$ has at least one odd part, then $\mathfrak F$ induces a bijection
openFrom papersrepresentation-theory springer-correspondence symmetric-pairs
0 responses
4

5 problems

Generalized Springer correspondence conjecture for graded Hecke algebras of type BnB_nBn​

Positivity and unimodality for inflated characters of Weyl groups

Expectation for the stable wavefront set of a theta representation

Bao Shou's same-fingerprint symbol-invariant conjecture

Fourier-transform Springer correspondence for the split symmetric pair in type A

Generalized Springer correspondence conjecture for graded Hecke algebras of type $B_n$