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Official adress |
University str., 2, Tbilisi 380043 Georgia
Tel:(995-32)304-784, (995-32)607-066
e-mail: shaping.cyber@viamnet.edu.ge |
Marital status |
Married ,one child |
Nationality |
Georgian |
Date of birth |
Born of January 1,1943, in Tbilisi,Georgia |
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Education |
1960-1966 |
Tbilisi State University, Mathematics Department , Student |
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1968-1971 |
Tbilisi State University, Aspirant |
Academic
Degree |
1975 |
Candidate of Physical-Mathematical Sciences (Ph.D).
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1993 |
Docent
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Professional Experience |
1966-1968 |
Tbilisi State University, senior scientist
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1971-1976 |
Tbilisi State University, Asistant of Computer Software Department.
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1976-1980 |
University of Orane ( Algeria ), Metre de Conference |
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1980-up to now |
Tbilisi State University, Docent of Computer Software Department. |
Scientific Intersts |
- Numerical Methods.
- The direct and iteration methods of solution of problems of the Linear Algebra.
- The different methods of solution of boundary value problems of Mathematical Physics.
- Equations of Biomathematics
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Languages |
Georgian, Russian, French. |
Publications |
- A. Shapatava - On one model of diffusion-reaction system, Proc. Tbilisi State University, 1991
- A. Shapatava - Some remarks on Numerical Solution of fosfofruktokines system, RESSVIAM, Vol. 6, No. 3, 1991
- A. Shapatava - On Numerical Solution of Nonlocal boundary problems, Proc. Tbilisi State University, Serie for Cybernetics and Applied Mathematics, 251, 1994
- A. Shapatava - Nonclassic boundary problems for systems of Biomathematics, Proc. Tbilisi State University,
1996
- A. Shapatava - Numerical Solution of nonclassic boundary value problem for some equations of Boimathematics, Functional Differential Equations and Applications, augast 18-22, 1997, Atlanta, Turkey, Abstracts, 1997
- A. Shapatava - On Numerical Solution of one Nonlinear Non-local problem of hyperbolic type, in Short Communications, GCM II, 1997
- A. Shapatava - Non-local Problems in Time for One Equation of Biomathematics, RESSVIAM, Vol. 14, # 3, 1999
- A. Shapatava , D. Gordeziani - On Regularized Difference Scheme for one Quasilinear Parabolic Equation \\ Applied Mathematics and Informatics, vol. 4, # 1, 1999
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Basic
Courses |
- Numerical Analysis
- The different methods of solution of problems of Mathematical Physics.
- Numerical methods of non-linear boundary value problems of Biomathematics.
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