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Boundness of motivic Chern class
- Speaker(s)
- Jakub Koncki
- Affiliation
- MIMUW
- Date
- Oct. 12, 2021, 4:30 p.m.
- Information about the event
- 4070 oraz zoom : 892 1108 9551 Password - type the number equal to rk(H^2((S^1)^{200};Z))
- Seminar
- Seminar Algebraic Topology
I will define the equivariant motic Chern class. I will show that it satisfies certain smallness condition. This condition allows to compare the motivic Chern class with the stable envelopes.
