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Noncommutative toric geometry - Alastair Craw
23 Views • Oct 22, 2013
Description
Speaker: Alastair Craw (Bath)
Title: Noncommutative toric geometry
Abstract: I'll describe how to construct the minimal bimodule resolution of certain noncommutative toric algebras as the cellular resolution of a natural cell complex in a real n-torus. I'll describe work of Prabhu-Naik which provides an application of these ideas to the study of smooth toric Fano varieties.
https://hodge.maths.ed.ac.uk/tiki/EDGE
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