The 14th AIMS Conference

The recent progress on Allen-Cahn equation, Liouville equation and critical exponent equation

 Organizer(s):
Name:
Affiliation:
Country:
Changfeng Gui
University of Macau
Macau
Wen Yang
Innovation Academy for Precision Measurement Science and Technology
Peoples Rep of China
Yeyao Hu
Central South University
Peoples Rep of China
 Introduction:  
  The Allen-Cahn equation, Liouville equation and the critical exponent equation are of paramount significance in the fields of differential geometry and mathematical physics, boasting strong connections to various other mathematical branches. This session primarily focuses on the recent progress on these equations. These advancements encompass aspects like investigating the existence, symmetry, and monotonic behavior of solutions, classifying the finite Morse index solutions, and exploring the blow-up phenomena in both elliptic and parabolic problems.

List of approved abstract
Confirmed Speakers
Name: Affiliation: Country:
Wei wei Ao Wuhan University Peoples Rep of China
Daniele Bartolucci University of Rome Tor Vergata Italy
Lu Chen Beijing Institute Of Technology Peoples Rep of China
Manuel Del Pino University of Bath United Kingdom
Hamel François University of Aix-Marseille France
Ali Hyder TIFR Centre for Applicable Mathematics India
Yanyan Li Rutgers University USA
Amir Moradifam University of California Riverside USA
Monica Musso University of Bath United Kingdom
Fa Peng Beihang University 0
Angela Pistoia Sapienza University of Rome Italy
Susanna Terracini University of Turin Italy
Jun cheng Wei University of British Columbia Canada
Weihong Xie Central South University Peoples Rep of China
Xingwang Xu Nanjing University Peoples Rep of China
Lei Zhang University of Florida USA
Feng Zhou East China Normal University Peoples Rep of China