Curriculum vitae
Education
1984

Doctor of Science (the higher, postdoctorate degree) in
Differential Equations and Mathematical Physics

Novosibirsk Institute of Mathematics, Siberian Branch of Academy
of Sciences of USSR, Novosibirsk, USSR

1975

Ph. D. in Mechanics of Liquid and Gas

Novosibirsk Institute of Theoretical and Applied Mechanics,
Siberian Branch of Academy of Sciences of USSR, Novosibirsk, USSR

1972–1974

Postgraduate studies in Mechanics of Gas and Liquid

Novosibirsk Institute of Theoretical and Applied Mechanics,
Siberian Branch of Academy of Sciences of USSR, Novosibirsk,
USSR

1970

Diploma (= M.S.) in Gas Dynamics

Novosibirsk State University, Novosibirsk, USSR

Professional and academic
experience
1987–present

Novosibirsk Institute of
Mathematics
Russian Academy of Sciences, Siberian Branch

Head of Laboratory of Computational Problems in Mathematical Physics

1980–1987

Novosibirsk Institute of Mathematics
Academy of Sciences of USSR, Siberian Branch

Senior research worker
Scientific Secretary

1978–1980

Novosibirsk Computer Center
Academy of Sciences of USSR, Siberian Branch

Senior research worker

1990–present

Novosibirsk State
University

Chairman of the Department of Differential Equations

1987–1990

Novosibirsk State
University

Professor of Differential
Equations

1983–1987

Novosibirsk State
University

Associate Professor of Differential Equations

Primary scientific accomplishment
Theory: Study of stability of strong
discontinuities in various models of Continuum Mechanics. Results
are summarized in the following monographs:
1.
A. M. Blokhin, Energy Integrals and
Their Applications to Gas Dynamics Problems. Novosibirsk, Nauka, 1986, 240 pp.
2.
A. M. Blokhin, Strong Discontinuities
in Magnetohydrodynamics. Nova Science Publishers, Inc., NY, 1993, 150 pp.
3.
A. M. Blokhin, V. N. Dorovskii,
Problems of Mathematical Modelling in Theory of Multivelocity Continuum. Novosibirsk, Nauka, 1994, 187 pp.
4.
A. M. Blokhin, V. N. Dorovskii,
Mathematical Modelling in the theory of Multivelocity Continuum. Nova Science Publishers, Inc., NY, 1995, 192
pp.
Suggested a new method of
investigation of difference schemes stability for Hyperbolic Mixed Problems.
Results are summarized in the monograph:
A. M. Blokhin and R. D. Alaev, Energy Integrals and Their Applications to
Investigation of Difference Schemes Stability. Novosibirsk State University,
1993, 212 pp.
Applications: 1971–1978 Numerical Calculations of supersonic conical flows
over a conic solid body with a complicated geometry in the transversal cut.
Teaching experience
Taught following basic
courses:
 Ordinary Differential
Equations,
 Partial Differential
Equations,
 Equations of Mathematical
Physics,
 Various undergraduate
courses.
