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SS122: Partial Differential Equations Encircling Geometric Structures : Riemannian geometry (Ricci and scalar curvature), CR geometry and complex geometry

Organizer(s):
Name:	Affiliation:	Country:
Man Chun LEUNG	National University of Singapore	Singapore
Pak Tung Ho	Sogang University	Korea
Xingwang XU	National University of Singapore/Nanjing University	0

Abstract:
Partial differential equations associated with Riemannian geometry (Ricci and scalar curvature), CR manifolds, complex geometry, mean curvature (hypersurfaces), and applications to physics.

List of approved abstract
Name	Affiliation	Title
Rung-Tzung Huang	National Central University	$S^1$-equivariant Index theorems and Morse inequalities on complex manifolds with boundary
Taiji Marugame	Academia Sinica	Self-dual Einstein ACH metric and CR GJMS operators in dimension three
Sheng Rao	WUHAN UNIVERSITY	On local stabilities of p-Kahler structures
Hong Zhang	University of Science and Technology of China	Evolution of Scalar curvature flow on S^n to a prescribed sign-changing function
Feng Zhou	Nankai University	Conformal scalar curvature equation on S^n: Functions with twin pseudo-peaks