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candidate of physical and mathematical
sciences
associate professor of the chair |
Area of scientific interests
The semilinear Sobolev type equation, the nonclassical equations of
mathematical physics. |
Biography and education
Date of birht – December 30, 1988.
In 2010 graduated from the physics and mathematics faculty of Kuzbass
State Pedogogical Academy (specialty "Mathematics"). Qualifacation "Teacher
of mathematic" was awarded him.
In 2012 graduated from the mechanics and mathematics faculty of South Ural
State University (specialty "Mathematics").
Master of Mathematics (Honours, SUSU, 2002).
In 2011-2012 was specialist about methodical work of Department
"Equation of mathematical physics".
In 2012-2013 was assistant of chair.
Since 2013 he is associate professor of the chair. |
Personal experience and awards
The winner of the regional contest of research works of students,
post-graduated students and young scientists of higher educational institutions located on
the Chelyabinsk region among post-graduated students in the section of natural Sciences
(July 02, 2013). |
List of the basic publications
Thesis and synopsis of a thesis
Bychkov E. V. Investigation of the semilinear Sobolev-type of
Mathematical Models of Second Order: Thesis ... cand. phisics and math science.
Chelyabinsk, 2013.
Bychkov E. V. Investigation of the semilinear Sobolev-type of
Mathematical Models of Second Order: Synopsis of Thesis ... cand. phisics and math
science. Chelyabinsk, 2013.
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Scientific articles
Zamyshlyaeva A. A. The phase spaces of semilinaer Boussinesq
equation / A. A. Zamyshlyaeva, E. V. Bychkov // Bulletin of South Ural
State University, Series «Mathematical Modelling, Programming and Computer Software».
– 2012. – V. 42, ¹ 18 (227). – P. 13-19.
Zamyshlyaeva A. A. The Cauchy Problem for the Second Order
Semilinear Sobolev Type Equation / A. A. Zamyshlyaeva, E. V. Bychkov
// Global and Stochastic Analysis. – 2012. – Vol. 2, ¹ 1. -
P. 159-166.
Bychkov E. V. Numerical Modelling of Longitudional Vibrations
in Dispersive Mediums / E. V. Bychkov // Scientists Notes the Petrozavodskogo
state University. Series: Natural and Technical Sciences. – 2012. – Vol. 1, ¹ 8
(129). – P. 116-118.
Bychkov E. V. The Showalter-Sidorov-Dirichlet Problem for
Bousinessq System Equations / E. V. Bychkov // Vestnik MaSU. Series:
Mathematics. – 2012. – Issue 14. – P. 23-31.
Zamyshlyaeva A. A. On the Numerical Study of a Mathematical
Model of Propagation Waves on Shallow / A. A. Zamyshlyaeva,
E. V. Bychkov // Mathematical Notes YaSU. – 2013. – Vol. 20, ¹ 1. – P.
27-34.
Bychkov E. V. On a Semilinear Soboev-type Mathematical Model
of Higher Order / E. V. Bychkov // Bulletin of South Ural State University.
Series «Mathematical Modelling, Programming and Computer Software». – 2014. – Vol.
7, ¹ 2. – P. 111-118.
Bychkov E. V. The Numerical solution of some Classes of the
Semilinear Sobolev-type Equation / E. V. Bychkov // Journal of Computational and
Engineerng Mathematics. – 2014. – Vol. 1, ¹ 1. – P. 17-26.
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Registration certificate of program
The program for the numerical solution of the Showalter-Sidorov problem
for equations Boussinesq-Love: certificate ¹ 2012618477 / Bychkov E. V.
(RU); legal owner South Ural State University (National Research University). 201261592;
date of submission 02.08.2012; date of regisration 19.09.2012, register of computer
programs.
Modeling fluctuations in the DNA molecule: certificate
¹ 2013611741 / A. A. Zamyshlyaeva, E. V. Bychkov (RU); legal
owner South Ural State University (National Research University). 2012661363; date of
submission 19.12.2012; date of regisration 04.02.2013, register of computer programs.
Finding the greatest relative deformation of DNA molecules: certificate
¹ 2013661311 / Bychkov E. V. (RU); legal owner South Ural State
University (National Research University). 2012661363; date of submission 09.10.2013; date
of regisration 05.12.2013, register of computer programs.
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Methodical publications
Zamyshlyaeva A. A., Bychkov E. V. Equation of
Parabolic Type: Method. suggestion. – Chelyabinsk: Publication center SUSU, 2013.
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All rights reserved
(c) Stuff of department of equations of mathematical physics SUSU, 2008-2022 |
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