Homological Aspects of Module Theory
Fall 2009 AMS Southeastern Sectional Meeting 
Friday, October 30- Sunday, November 1, 2009
Florida Atlantic University, Boca Raton Florida
 
 
Session Overview:
Commutative algebra is a vibrant field of mathematical research. It has benefited 
greatly from the introduction of homological methods, to the point where these
methods have become indispensable tools for many mathematicians studying 
commutative rings. This session will bring together a number of researchers in 
this field for talks on a number of its facets. Subjects of interest include, 
but are not limited to, the following:
 
Auslander and Bass classes
Bass and Poincare series
Derived categories
Differential graded algebra techniques
Homological dimensions
Local cohomology
Resolutions and syzygies
 
Speakers:
Lucho Avramov (University of Nebraska)
Erin Chamberlain (Brigham Young University)
Florian Enescu (Georgia State University)
Louiza Fouli (University of Texas, Austin)
Ines Henriques (University of Nebraska)
Livia Hummel (University of Indianapolis)
Bethany Kubik (North Dakota State University)
Graham Leuschke (Syracuse University)
Jinjia Li (Middle Tennessee State University)
Frank Moore (Cornell University)
Claudia Polini (Notre Dame University)
Hamid Rahmati (University of Nebraska)
Hannah Robbins (Case Western University)
Bart Snapp (Coastal Carolina University)
Sandra Spiroff (University of Mississippi)
Janet Striuli (Fairfield University)
Bernd Ulrich (Purdue University)
Javid Validashti (University of Kansas)
Oana Veliche (University of Utah)
Adela Vraciu (University of South Carolina)
Diana White (University of Colorado, Denver)
Yongwei Yao (Georgia State University)
 
 
Organizers:
Andy Kustin (University of South Carolina)
Sean Sather-Wagstaff (North Dakota State University)
Janet Vassilev (University of New Mexico)