Liu, Kefeng - Department of Mathematics, University of California at Los Angeles

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Liu, Kefeng - Department of Mathematics, University of California at Los Angeles

Wave Character of Metrics and Hyperbolic Geometric Flow De-Xing Kong1
PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY
Mathematical Results Inspired by Physics
RELATIONS AMONG FIXED POINTS Let M be a smooth manifold with a circle action, and {P} be the
Holomorphic equivariant cohomology. Liu, Kefeng
Recent Results on the Moduli Spaces of
ICM 2002 Vol. III 13 Mathematical Results Inspired by Physics
On Elliptic Genera and Theta-Functions Department of Mathematics
Page 1 of 41 Full Screen
Localization and Conjectures from String Duality
A Brief Summary of My Researches My research interest is to solve problems from mathematics and physics
Geometric Height Inequalities 0. The Results. Let f : X B be a fibration of a compact smooth
Chern-Simons Calabi-Yau Integrals on Moduli Spaces
String Duality and Localization UCLA and Zhejiang University
ON MODULAR INVARIANCE AND RIGIDITY 1. Introduction 1
MODULAR FORMS AND TOPOLOGY We want to discuss various applications of modular forms in topology. The
HEAT KERNEL AND MODULI SPACES 1. Introduction and Notations
Towards A Mirror Principle For Higher Genus Bong LIAN, Kefeng LIU, Shing-Tung YAU
HIRZEBRUCH y GENERA OF THE HILBERT SCHEMES OF SURFACES BY LOCALIZATION FORMULA
REMARKS ON NONABELIAN LOCALIZATION 0. In this short note, we derive some nonabelian localization for-
Geometric Aspects of the Moduli Spaces
Good Geometry of the Moduli Spaces
Geometry of the Moduli Space of Curves Shing-Tung Yau
ICM 2002 . Vol. III . 1-3 Mathematical Results Inspired by Physics
Towards A Mirror Principle For Higher Genus Bong LIAN, Kefeng LIU, Shing-Tung YAU
On SL2(Z) and Topology Department of Mathematics
Mirror Symmetry and Localization