The main goal is to hold a school for young interested graduate students and young scientists, at which to introduce them to modern tasks, issues and methods on nonlinear PDEs and properties of their solutions. There will be 7 lecturers at the school, each of whom will give a mini course of one or two 60-minute lectures. The lectures will be held via MS Teams (or another video conference platform) in the broadcast format. The format of the broadcast provides listeners an opportunity to ask questions only in the written form. The questions will be voiced by a moderator at the end of the lecture.

Mini-courses:

• Prof. Florica Cirstea. Singularities for nonlinear elliptic equations with singular potentials and gradient-dependent lower-order terms.
• Prof. Moshe Marcus. Boundary value problems for elliptic semi-linear equations with measure data.
• Prof. Quoc Hung Nguyen. Well-posedness for local and nonlocal quasilinear evolution equations in fluids and geometry.
• Prof. Alessio Porretta. Singularities and blow-up in viscous Hamilton-Jacobi equations.
• Prof. Laurent Véron. The singularity problems in nonlinear elliptic equations: history and progress.
• Prof. Juncheng Wei. Parabolic Gluing Methods and Type II Blow-up of Fujita Equation.
• Prof. Lijun Zhang. Traveling wave solutions to nonlinear wave equations: dynamical system approach.

Listeners: graduate students, young scientists — mathematicians, physicists.

Registration is here.

Лекторы

Программный комитет
Véron Laurent
Kon'kov Andrej Alexandrovich
Rozanova Olga Sergeevna
Shishkov Andrey Evgenievich

Организационный комитет
Shishkov Andrey Evgenievich
Dan’ko Dmitrii Igorevich
Kon'kov Andrej Alexandrovich
Kurbanmagomedov Arslan Kurbanmagomedovich
Muravnik Andrey Borisovich
Tasevich Alla L'vovna
Véron Laurent

Организации
Nikol'skii Mathematical Institute of Peoples' Friendship University of Russia, Moscow