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Mathematics and Telecommunications Differential Equations
Functional-analytical methods for the study of boundary value problems for differential and functional differential equations with partial derivatives

Project leader

Vitalii Volpert

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.

Department

S.M. Nikol鈥檚kii Mathematical Institute

Tags

reaction-diffusion equations Vlasov equation Liouville equation difference schemes identification problems for mixed partial differential equations elliptic functional differential equation nonlocal terms quasilinear equations differential-difference equations nonlocal elliptic operators Fredholm property index absolutely continuous spectrum singular spectrum scattering matrix trace formulas