Evgeny Moiseev was born in Odintsovo, Moscow region, and attended a school with specialized training in programming in Reutov. In 1965, after graduating from high school, he entered Moscow State University, the Faculty of Physics. After graduating from the Faculty of Physics in 1971, he became a postgraduate student at the MSU Faculty of Computational Mathematics and Cybernetics and received his Candidate of Sciences degree in Physics and Mathematics in 1974 for a thesis entitled «On the uniqueness of solutions of the second boundary value problem for an elliptic equation». Moiseev has been working at the Faculty of Computational Mathematics and Cybernetics since 1974. He was an assistant, an assistant professor, a professor at the Department of General Mathematics. He was awarded a degree of Doctor of Science in Physics and Mathematics for his doctoral thesis «Some problems of mixed type equations spectral theory» in 1981. In 1999 Evgeny Moiseev was appointed Dean of the Faculty of Computational Mathematics and Cybernetics. Since 2008 he has been a professor and the Head of the Department of Functional Analysis and its Applications. He has also worked part-time at the Computational center of the Russian Academy of Sciences, at present in the position of Chief Researcher. In Moscow State University Evgeny Moiseev delivers the following lecture courses: Functional Analysis, Mathematical Analysis, Applied Functional Analysis, Mixed Equations, Singular Integral Equations, and Spectral Methods for Non-Classical Mathematical Physics Problems Solution. He also conducts special seminars. Moiseev has supervised 7 Doctors of Science and 15 PhDs in Mathematics and Physics. Evgeny Moiseev headed MSU Young Researchers Council for five years. He worked as Academic Secretary of CMC Council. He is a Deputy Chairman of the Expert Council of the Higher Attestation Commission, the Editor in Chief of the journal “Integral Transforms and Special Functions”, the Editor in Chief of the series “Computational Mathematics and Cybernetics” in “MSU Vestnik”, an editorial board member of the journals “Differential Equations” and “RFBR Vestnik”.
Research career
Moiseev`s research spans areas including computer science, mathematical modeling, spectral theory, and differential equations. He has found the sectors on the complex plane which encompass the Tricomi problem spectrum for mixed equations in the gas dynamics theory. The solution of the Tricomi, Frankl and Gellersterdt problem has been efficiently presented in the form of biorthogonal series for both two-dimensional and three-dimensional cases. He has also researched the basis property of relevant root systems. Moiseev has developed difference methods for solving boundary value problems with non-local boundary conditions arising in turbulent plasma theory. He has solved the problem of determining the Riemann space-time coordinates functional dependence on the Mincowski space coordinates. He has obtained the representation of forced oscillations in a coaxial layered waveguide in the form of finite sums of normal and adjoined waves and has proved the approximation possibility with such sums. In the theory of hyperbolic problems with boundary control Moiseev has solved the ZH-L Lions problem of a priori estimation of function gradient, Over the past years Evgeny Moiseev has published a great number of works on optimal boundary control of string's oscillations with shift or elastic force.
