Heat Kernel Asymptotics, Local Index Theorem and Trace Integrals for Cauchy-riemann Manifolds With $s^1$ Action (Memoires De La Societe Mathematique De France)
by Jih-Hsin Cheng, Chin-Yu Hsiao, I-Hsun Tsai
This specialized monograph examines heat kernel asymptotics, local index theorems, and trace integrals for Cauchy-Riemann manifolds with an S^1 action. It brings together advanced topics in analysis, geometry, and index theory for readers seeking a focused mathematical treatment.
About This Book
This mathematical monograph focuses on heat kernel asymptotics associated with Cauchy-Riemann manifolds.
It examines local index theorems in the setting of manifolds equipped with an S^1 action.
Trace integrals form another central theme, connecting the analytical and geometric subjects identified in the title.
The book is intended for readers interested in advanced analysis, geometry, and index theory.
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