Please use this identifier to cite or link to this item: http://hdl.handle.net/1783.1/74441

Introduction to enumerative geometry for Landau Ginzburg target space

Authors Chang, Huai-Liang View this author's profile
Issue Date 2014
Source The University of Hong Kong , March 2014
Summary This is an introduction of enumerating theory of curves “in” a Landau Ginzburg space. The typical example including Fan-Jarvis-Ruan setting and also the Guffin-Sharpe setting. The Guffin Sharpe setting is known to be equal to Gromov Witten invariants and can be generalized to other quasimap stabilities. Using p field and cosection localization one can construct algebraic geometrically the virtual cycle for these kind of invariants, in case all sectors are narrow.
Language English
Format Presentation
Access Find@HKUST