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SS106: Variational methods and nonlinear partial differential equations

Organizer(s):
Name:	Affiliation:	Country:
Jun Wang	Faculty of Sciences, Jiangsu University, P. R. China	Peoples Rep of China
Zhitao Zhang	AMSS of Chinese Academy of Sciences, P. R. China	Peoples Rep of China
Maochun Zhu	Faculty of Sciences, Jiangsu University, P. R. China	Peoples Rep of China

Abstract:
The aim of this section is to bring together mathematicians who work on Variational methods and nonlinear partial differential equations to report recent advances and stimulate collaborative research activities.

List of approved abstract
Name	Affiliation	Title
Tianqing An	Hohai University	A Pohozaev-type inequality and its applications
Marta Calanchi	Milan University	Cusps and a converse to the Ambrosetti-Prodi Theorem
Jianyi Chen	Qingdao Agricultural University	Multiple Periodic Solutions for the Nonlinear Wave Equation in a ball
Rong Cheng	Nanjing University of Information Science and Technology	Existence and concentration of positive solutions for coupled Schr\{o}dinger equations
Xiyou Cheng	Lanzhou Universtiy	On positive solutions of a Schrodinger system
Michael E Filippakis	University of Piraeus, Department of Digital Systems	Resonant $(p,q)$-equations with Robin condition
Shuguan Ji	Jilin University	Time periodic solutions of nonlinear wave equation with $x$-dependent coefficients
Xu Junxiang	Southeast University	General KAM theorems and their applications to invariant tori with prescribed frequencies
Bernhard Ruf	University of Milano	A heat equation with exponential nonlinearity and with singular data in $ R^2$
Rushun Tian	Capital Normal University	Applications of Morse theory to some nonlinear elliptic equations with resonance at zero
Jun Wang	Jiangsu University	Standing waves solutions for the coupled Hartree-Fock type nonlocal elliptic system
Xiaomei Yang	Southeast University	Persistence of hyperbolic-type degenerate lower dimensional invariant tori with prescribed frequency in reversible system
Lu Yang	Lanzhou Universtiy	Long-time Behavior of stochastic reaction-diffusion equations on time-varying domains
Zhitao Zhang	Chinese Academy of Sciences	Some new results on Henon- Lane-Emden conjecture and Schrodinger systems
Fubao Zhang	Southeast University	Existence of solutions for Schr\\{o}dinger poisson systems with saturable nonlinearity
Maochun Zhu	Jiangsu University	EXISTENCE OF SOLUTIONS TO NONLINEAR SCHRODINGER EQUATIONS INVOLVING N LAPLACIAN OPERATOR