Geometry-Analysis Seminar: Donaldson-Thomas invariants and birational transformations
Categories
Events, Learning, On Campus | Alumni
I will explain why there is a relationship between Donaldson-Thomas invariants of two birational Calabi-Yau threefolds and write down the explicit formula for flops. The proof goes via Bridgeland'scategory of perverse coherent sheaves and Joyce's theory of motivic Hall algebras.
© 2013 Cox Media Group. By using this website,
you accept the terms of our Visitor Agreement and Privacy Policy, and understand your options regarding Ad Choices
.
Portions of Content Provided by Rovi
Corporation. © 2013 Rovi Corporation
You're Almost Done!
Select a display name and password
{* #socialRegistrationForm *} {* socialRegistration_displayName *} {* socialRegistration_emailAddress *} {* traditionalRegistration_password *} {* traditionalRegistration_passwordConfirm *}Tell us about yourself
{* registration_firstName *} {* registration_lastName *} {* registration_postalZip *} {* registration_birthday *} {* registration_gender *} {* agreeToTerms *}