4 problems

Mirabolic Schur–Weyl decomposition for $\mathrm{MT}_\mathbf{v}(2,d)$
Mirabolic Schur–Weyl decomposition. The decomposition of $\mathrm{MT}_\mathbf{v}(2,d)$ as a bimodule for $MU_\mathbf{v}(2,d)$ and $R_d$ should be
openFrom papersmirabolic-representation-theory quantum-groups schur-weyl-duality
0 responses
5
Travkin's asymptotic mirabolic bimodule conjecture
Asymptotic mirabolic bimodule conjecture. The based bimodule
openFrom papersasymptotic-algebras kazhdan-lusztig-theory mirabolic-representation-theory
0 responses
3
Travkin's character-sheaf formula conjecture for mirabolic Kazhdan–Lusztig basis elements
Mirabolic character-sheaf formula conjecture.
openFrom paperscharacter-sheaves kazhdan-lusztig-theory mirabolic-representation-theory
0 responses
6
Travkin's bimodule Kazhdan–Lusztig cell conjecture for microlocal cells
Bimodule–microlocal cell conjecture. The bimodule Kazhdan–Lusztig cells coincide with the two-sided microlocal cells.
openFrom paperskazhdan-lusztig-theory microlocal-geometry mirabolic-representation-theory
0 responses
3