Speaker
Ivan Kolesnikov
(Tomsk state university)
Description
The variational method is one of the main methods for finding a region of a functional and boundary mappings. The greatest difficulty of this method is the study of the functional differential equation for the boundary mapping. V.V. Chernikov proposed a way for finding a solution to such a functional differential equation using the area method. We use the idea of V.V. Chernikov to study some functionals defined on the class $S$, and consider questions about improving the method.
The work was supported by RSF Grant No. 23-21-00080.
Primary author
Ivan Kolesnikov
(Tomsk state university)
