Seminar

Other aspects of Frobenius splitting

Representation Theory

13 May 14:00 - 15:00

Masaharu Kaneda - Osaka City University

The Frobenius morphism on a reductive group does not split. On its algebra of distributions, however, the induced Frobenius morphism splits, which can also be quantized. On the flag variety G/P the comorphism of the Frobenius splits, the famous Frobenius splitting. We regard the comorphism as the sheafification of the imbedding of the socle of the corresponding G_1P-Verma module to the whole. We show that the quotient of the G_1P-Verma module to its head also splits upon sheafification. This is partly joint work with Michel Gros.
Organizers
Henning Haahr Andersen
Aarhus University
Aslak Bakke Buan
NTNU - Norwegian University of Science and Technology
Volodymyr Mazorchuk,
Uppsala University

Program
Contact

Volodymyr Mazorchuk

Tel: 018-471 3284

mazor@math.uu.se

Other
information

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