International school for students entering the master's program «Language as a mirror of culture»
The purpose of the school for students entering the master's program of RUDN is to improve their skills through the effective development of students, postgraduates, young researchers and teachers of the best scientific and methodological domestic and world achievements.
Online flashmob #ReadingOneginTogether
On June 6, the whole world celebrates the birthday of the great Russian poet, Alexander Sergeyevich Pushkin. Without exaggeration, he can be called the national symbol of our country, he has given us a modern literary language and his beautiful works that have not lost their relevance to this day.
Scientific seminar on the differential and functional differential equation on topic “On transcendental cases in the stability problem for Hamiltonian systems”
Speaker: Bardin Doris S., Doctor of physico-mathmatical sciences, Professor, Moscow Aviation Institute (National Research University).
Postgraduate Mathematical Seminar on topic “Initial boundary value problem for the Vlasov-Poisson equations: existence of a generalized solution”
Speaker: Karamyan Ruben, BSc student, Mathematical Institute, RUDN University.
Seminar on mathematical modeling in biology and medicine on topic “Modeling the features of blood flow in portal hypertension”
Speaker: Mukhin Sergey, Professor of Lomonosov Moscow State University
Scientific seminar on the differential and functional differential equation on topic “Computational aspects of wave field extrapolation based on the solution of the pseudo-differential equation in seismic problems”
Speaker: Terekhov Andrew V., Doctor of physico-mathmatical sciences, Professor, The Institute of Computational Mathematics and Mathematical Geophysics SB RAS.
Seminar on nonlinear problems of PDE and mathematical physics on topic “Properties of solutions of degenerate parabolic equations with an inhomogeneous density”
The qualitative properties of solutions of parabolic equations with double non-linearity and with an inhomogeneous density are investigated. Under certain conditions of the decrease of the density function at inﬁnity the following properties of the solutions of the Cauchy problem are established:
Scientific seminar on the differential and functional differential equation on topic “Elliptic boundary value problems with dilations and contractions on manifolds”
Speaker: D.Sc., Professor Anton Yu. Savin, Mathematical Institute of RUDN University.