Global quantum differential operators on quantum flag manifolds, theorems of Duflo and Kostant
We give a short new proof for the theorem that global sections of the sheaf of quantum differential operators on a quantum flag manifold are given by the quantum group. As corollaries we retrieve Joseph and Letzter's quantum versions of classical enveloping algebra theorems of Duflo and Kostant...
Main Authors: | Backelin, E, Kremnizer, K |
---|---|
פורמט: | Journal article |
יצא לאור: |
2011
|
פריטים דומים
-
Quantum flag varieties, equivariant quantum D-modules and localization
of quantum groups
מאת: Backelin, E, et al.
יצא לאור: (2004) -
Singular localization for Quantum groups at generic $q$
מאת: Backelin, E, et al.
יצא לאור: (2011) -
Localization for quantum groups at a root of unity
מאת: Backelin, E, et al.
יצא לאור: (2004) -
On a construction of Helgason and a theorem of Kostant.
מאת: Cooper, Allan, 1949-
יצא לאור: (2019) -
The flag upper bound theorem for 3- and 5-manifolds
מאת: Hailun Zheng
יצא לאור: (2020-04-01)