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Séminaire Algèbre ICJ

Calcul de Schubert hyperbolique et base de Kazhdan-Lusztig

by Mr. Kirill Zainoulline (Ottawa)

jeudi 17 mars 2016 de au (Europe/Paris)
at bâtiment Braconnier ( salle 112 )
We address the problem of defining Schubert classes independently of
a reduced word in equivariant cohomology theory corresponding to a hyperbolic formal group law, based on the Kazhdan-Lusztig basis of a corresponding Hecke algebra. We study some basic properties of these classes, and make two important
conjectures about them: a positivity conjecture, and the agreement with the topologically defined Schubert classes in the smooth case. We prove some special cases of these conjectures.
Organisé par A.Tchudjem