Speaker
Aiden Suter
(Perimeter Institute)
Description
In this talk I will give a brief overview of a generalisation of Fedosov quantization, a type of deformation quantization, to the chiral setting. In particular I will outline a geometric approach to chiral quantization using Gelfand-Khazdan formal geometry, introduced by Gorbounov, Gwilliam and Williams, which makes use of the fact that the local observables of the curved beta-gamma system encode the sheaf of chiral differential operators used in chiral quantization. If time permits I will mention some potential applications and further generalisations of this procedure.
External references
- 22090071
- 8a61079e-550a-472f-a5e0-30c23f7f6f78
- 50f3ff44-0842-474c-b613-a4aa8ee95d3f
