-
Type
Abstract
We consider the section ring A of a divisor above a singularity, and the space Proj(A) associated to it. We show that above a normal two dimensional singularity Spec(R), this space has an extremely simple, Noetherian, structure, even though A is generally not a Noetherian R-algebra. We give an explicit description of the geometry of this space.
Description
Colloquium
Wednesday, December 4
12:30pm (earlier start time)
WXLR A206
Faculty host: Jonathan Montano
Speaker
Steven Dale Cutkosky
Professor
University of Missouri
Location
WXLR A206