[2] Evgeny Moiseev was born in Odintsovo, Moscow region on 7 March 1948, and attended a school with specialized training in programming in Reutov.

[3] 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.

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 (in collaboration with Vladimir Il'in) has published a great number of works on optimal boundary control of string's oscillations with shift or elastic force.