UC Berkeley

Commutative Algebra and Algebraic Geometry Seminar

Spring 2017

Tuesdays, 3:45-6:00
939 Evans Hall
Organized by David Eisenbud

PDF notes, where available, are provided courtesy of Bjorn Poonen, who in no way vouches for their accuracy or completeness

Previous Semesters:
Fall 2005
Spring 2006
Fall 2006
Spring 2007
Fall 2007
Spring 2008
Fall 2008
Fall 2009
Spring 2010
Fall 2010
Spring 2011
Fall 2011
Spring 2012
Fall 2012
Spring 2013
Fall 2013
Spring 2014
Fall 2014
Spring 2015
Fall 2015
Spring 2016
Fall 2016
Spring 2017
Fall 2017
Spring 2018
Fall 2018
Spring 2019
Fall 2019
Spring 2020

01/17  3:45PM David Eisenbud Walker’s proof of the Buchsbaum-Eisenbud-Horrocks Conjecture
           5:00PM Jake Levinson Boij-Söderberg Theory for Grassmannians
01/24  3:45PM Arthur Ogus Monodromy and Log Geometry
           5:00PM Madeline Brandt The Degree of SO(n)
01/30  4:10PM Irena Peeva The Eisenbud-Goto Regularity Conjecture
01/31  2:10PM Mengyuan Zhang Ring spectra for commutative algebraists
           3:10PM Irena Peeva Families of ideals of the same size
02/07  3:45PM Emily Clader Double ramification cycles and tautological relations
           5:00PM Chris Eur Hodge Theory on Matroids
02/10  5:00PM Anna Seigal Real Rank Two Geometry
02/14  3:45PM Mina Bigdeli Isotonian Algebras
02/21  3:45PM Sabir Gusein-Zade Power structure over the Grothendieck ring of varieties and its applications
           5:00PM Justin Chen Betti tables of graph ideals
02/28  3:45PM No seminar  (2-hour talk)
03/07  3:45PM Serkan Hosten The maximum likelihood degree of a toric variety
           5:00PM Dustin Ross Genus-One Landau-Ginzburg/Calabi-Yau Correspondence
03/14  3:45PM Joe Harris A new approach to contact problems in geometry
           5:00PM Alessio Sammartano The implicitization problem for rational normal scrolls
03/21  3:45PM No seminar  (2-hour talk)
03/28  3:45PM No seminar  (2-hour talk)
04/04  3:45PM David Eisenbud & Jeremy Gray F. S. Macaulay's work in Commutative Algebra and Algebraic Geometry I & II  (2-hour talk)