Date
Wed, 09 Mar 2016
Time
16:00 - 17:00
Location
C3
Speaker
Renee Hoekzema
Organisation
Oxford

Orientable manifolds can only have an odd Euler characteristic in dimensions divisible by 4. I will prove the analogous result for spin and string manifolds, where the dimension can only be a multiple of 8 and 16 respectively. The talk will require very little background. I'll go over the definition of spin and string structures, discuss cohomology operations and Poincare duality.

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