Pedram Hekmati: The Fourier-Mukai transform in topological K-theory
Time: Wed 2017-01-11 13.15
Location: Room 306, Kräftriket, SU
Participating: Pedram Hekmati, IMPA / University of Auckland
In algebraic geometry, the Fourier–Mukai transform is an equivalence between derived categories of coherent sheaves on dual abelian varieties. In this talk I will discuss a K-theoretic analogue of the Fourier–Mukai transform and illustrate its usefulness by giving a new concise proof of Hodgkin's theorem.