Student/Postdoc Working Geometry Seminar

The seminar meets Mondays at 5pm in Blocker 628.

Date Time	Location	Speaker	Title – click for abstract
08/16 10:00am	BLOC 628	JM Landsberg TAMU	*Introduction to resolutions and the Hilbert Burch Theorem* This will be an introduction to the topics below and how they recently arose in my research on a classical question in linear algebra: Hilbert Burch theorem (proof on p58 of Hartshorne's deformation theory book) Buchsbaum-Eisenbud theorem on exactness of complexes (in both Eisenbud books) Buchsbaum-Eisenbud theorem on codimension three Gorenstein resolutions (1977 paper)
08/28 4:00pm	BLOC 628	P. Speegle TAMU	*When is a complex exact? (Work of Buchsbaum and Eisenbud)*
09/11 4:00pm	BLOC 628	Chia-Yu Chang and P. Speegle TAMU	*Buchsbaum Eisenbud cont'd and Geometry of algebraic curves I: Riemann Roch and more* This will be the first in a series of lectures culminating in the Ein-Lazarsfeld exposition of the Aprodu et. al. solution to Green's conjecture.
09/13 4:00pm	BLOC 624	Chia-Yu Chang TAMU	*Geometry of algebraic curves I: Riemann Roch and more*
09/18 4:00pm	BLOC 628	Derek Wu TAMU	*Geometry of algebraic curves II: Clifford's theorem*
09/25 4:00pm	BLOC 628	K. Sivic University of Ljubljana	*Obstruction Theory*
10/02 4:00pm	BLOC 628	JM Landsberg TAMU	*Geometry of Algebraic curves III: Introduction to Green's conjecture*

Menu