Giampiero Palatucci is a Ph.D., full Professor in the Department of Mathematics and Computer Science at the University of Parma, Italy, as well as Director of the Department of Doctoral Studies in Science and Technology at the University of Parma since November 2024 and coordinator of the project "Orientation and Reduction of Access Barriers" at the University of Parma since April 2024. He is the author of more than 50 publications, including one book, and is engaged in research in the fields of calculus of variations, geometric measure theory, partial differential equations, and others.

Professor Palatucci gave a lecture on the De Giorgi—Nash—Moser theory for kinetic equations with nonlocal diffusion. He presented results on weak solutions of a wide class of kinetic integral equations in which the velocity diffusion term is an integro-differential operator with a non-negative fractional kernel. In particular, he considered Harnack-type inequalities for non-negative weak solutions that do not require the usual a priori boundedness.

The seminar "Seminar on Analysis, Differential Equations and Mathematical Physics" was attended by more than forty mathematicians - specialists from the world's leading scientific and educational centers in Russia and other countries, including graduate students and students of the SFedU Institute of Mathematics, Mechanics and Computer Science and young scientists.

Online scientific seminar of the Regional Scientific and Educational Mathematical Center (https://rmc.sfedu.ru /) it is held regularly every two weeks, announcements of new seminars and videos of previous seminars are available on the website http://msrn.sfedu.ru/sl . The seminar features leading researchers from around the world whose research interests are related to analysis, differential equations, and mathematical physics. The scientific seminar of the mathematical center is open, everyone can take part in it.