All research projects
Functional-analytical methods for the study of boundary value problems for differential and functional differential equations with partial derivatives
The main idea of the project: research of new classes of differential and functional-differential equations, inequalities and systems and the application of the obtained results to interdisciplinary research in mathematical models of physical and biological processes.
The project aims to explore a number of interconnected challenges of modern theory of elliptic operators on manifolds with the actions of groups.
The project analyzes boundary value problems for elliptic functional-differential equations in bounded domains and half-space, as well as elliptic functional-differential equations in the entire space R^n.