Special Session 72: Nonlinear elliptic PDEs
Organizer(s): Florin Catrina , Rushun Tian , Zhi-Qiang Wang

Parallel Session 10 :: Wednesday, 12/18, 12:30-14:30                 Capital Suite 12 A
 12:30-13:00  Shalmali Bandyopadhyay (The University of Tennessee at Martin, USA)
 Positive Solutions to Singular Second Order BVPs on Time Scales
 13:00-13:30  Norihisa Ikoma (Keio University, Japan)
 Monotonicity trick in nonsmooth critical point theory and its application
 13:30-14:00  Kanishka Perera (Florida Institute of Technology, USA)
 Variational methods for scaled problems with applications to the Schrodinger-Poisson-Slater equation
 14:00-14:30  Shin-Hwa Wang (National Tsing Hua University, TAIWAN, Taiwan)
 Structures and evolution of bifurcation diagrams of a p-Laplacian generalized logistic problem with constant yield harvesting

Parallel Session 11 :: Wednesday, 12/18, 14:45-16:45                  Capital Suite 12 A
 14:45-15:15  Xiaojun Chang (Northeast Normal University, Peoples Rep of China)
 Normalized solutions of Sobolev critical Schrodinger equations in bounded domains
 15:15-15:45  Chao Ji (East China University of Science and Technology, Peoples Rep of China)
 Some recent results on nonlinear PDEs on lattice graphs
 15:45-16:15  Futoshi Takahashi (Osaka Metropolitan University, Japan)
 One-dimensional boundary blow up problem with a nonlocal term
 16:15-16:45  Jianxin Zhou (Texas A&M University, College Station, TX, USA, USA)
 Towards Finding Multiple KKT Points: Part 1-Computing an Inequality/Equality Constrained Local Minimum Point

Parallel Session 13 :: Thursday, 12/19, 8:00-9:30                  Capital Suite 12 A
 8:00-8:30  Alessio Fiscella (Universidade Estadual de Campinas, Brazil)
 The Br\`ezis-Nirenberg problem for mixed local-nonlocal quasilinear operators
 8:30-9:00  Jiankang Xia (Northwestern Polytechnical University, Peoples Rep of China)
 Multi-bump solutions for the critical Choquard equation
 9:00-9:30  Yiqing Li (Shandong University of science and technology, Peoples Rep of China)
 Critical planar Schrodinger-Poisson equations: existence, multiplicity and concentration