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Writer's pictureQuoc-Hung Nguyen

Singular Problems Associated to Quasilinear Equations, June 1-3, 2020

Updated: Oct 20, 2021


The workshop is organized in honor of Marie-Françoise Bidaut-Véron and Laurent Véron for their important contributions in partial differential equations and in celebration of their 70th birthday. The workshop will provide an environment to exchange and discuss recent developments on singular problems associated to quasilinear equations and related topics.


Organizer: Quoc-Hung Nguyen, Institute of Mathematical Sciences, ShanghaiTech University, Shanghai, China; and Phuoc-Tai Nguyen, Department of Mathematics and Statistics, Masaryk University, Brno, Czech Republic.


The workshop will take place over Zoom. Below is useful information.

  • Please download and setup Zoom via link: https://zoom.us/download

  • Please log in with your real name.

  • The meeting ID and password of the workshop:


Speakers:

  1. Lucio Boccardo, Sapienza Università di Roma, Italy.

  2. Huyuan Chen, Jiangxi Normal University, China.

  3. Julián López Gómez, Universidad Complutense de Madrid, Spain.

  4. Manuel Del Pino, University of Bath, UK.

  5. Jesús Ildefonso Díaz, Universidad Complutense de Madrid, Spain.

  6. Marta García-Huidobro, Pontificia Universidad Católica de Chile, Chile.

  7. Moshe Marcus, Technion – Israel Institute of Technology, Israel.

  8. Giuseppe Mingione, Università degli Studi di Parma, Italy.

  9. Vitaly Moroz, Swansea University, UK.

  10. Nguyen Cong Phuc, Louisiana State University, USA.

  11. Van Tien Nguyen, New York University, Abu Dhabi.

  12. Alessio Porretta, Università di Roma Tor Vergata, Italy.

  13. Patrizia Pucci, Università degli Studi di Perugia, Italy.

  14. Philippe Souplet, Université Paris-Nord, France.

  15. Igor Verbitsky, University of Missouri, USA.

  16. Juan Luis Vázquez, Universidad Autónoma de Madrid, Spain.

  17. Feng Zhou, East China Normal University, China.



Program:


June 01, Morning Session. Chair: TBA


s-p-Laplacian norms and operators. Recent trends

Slides and Video

Beyond the unique continuation: " flat solutions" for reactive slow diffusion and the confinement singular potentials for the Schrodinger equation

Slides and Video


June 01, Afternoon Session. Chair: TBA

  • 14:00-14:50 (GMT +2): Giuseppe Mingione

Non-uniformly elliptic problems


  • 15:00-15:50 (GMT +2): Lucio Boccardo

Two maximum principles for two friend


Some results concerning the nonnegative solutions of nonlinear elliptic equations involving a gradient term

  • 17:00-17:50 (GMT +2): Nguyen Cong Phuc

Weighted and pointwise bounds in measure datum problems with applications



June 02, Morning Session. Chair: TBA

  • 09:30-10:20 (GMT +2): Moshe Marcus Large solutions for some nonlinear equations with a Hardy type singular term Slides and Video


  • 10:30-11:20 (GMT +2): Patrizia Pucci On (p,N) problems with critical exponential nonlinearities



June 02, afternoon session. Chair: TBA

  • 14:00-14:50 (GMT +2): Feng Zhou On isolated singular solutions to Lane-Emden equation

  • 15:00-15:50 (GMT +2): Alessio Porretta

Diffusive Hamilton-Jacobi equations with super-quadratic growth

  • 16:00-16:50 (GMT +2): Van Tien Nguyen

Singularity formation in Nonlinear Evolution Equations

Slides and Video

  • 17:00-17:50 (GMT +2): Igor Verbitsky Some classes of solutions to quasilinear elliptic equations of p-Laplace type


June 03, morning session. Chair: TBA

  • 09:30-10:20 (GMT +2): Chen Huyuan Semilinear elliptic problems involving Leray-Hardy potential with singularity on the boundary

  • 10:30-11:20 (GMT +2): Philippe Souplet

Some recent Liouville type results and their applications


June 03, afternoon session. Chair: TBA

  • 14:00-14:50 (GMT +2): Manuel Del Pino Infinite time singularity formation for the Keller-Segel system in R^2 Slides and Video


  • 15:00-15:50 (GMT +2): Julián López Gómez Uniqueness and multiplicity of large positive solutions

  • 16:00-16:50 (GMT +2): Vitaly Moroz

Asymptotic profiles of ground states for a class of Choquard equations




More information could be found in the following link:


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