AMINOV Yuriy Ahmetovich

DATE OF BIRTH:  August 16, 1942
PLACE OF BIRTH: Katon-Karagaj, Est-Kazakhstan reg., USSR.

EDUCATION

Undergraduate:  Moskow State University, Mathematical Department, 1959-1964
Candidate of Sciences: (Geometry and Topology) Moskow State University, 1968
Doctor of Sciences: (Geometry and Topology),  Moskow State University, 1984

APPOINTMENTS

Research Fellow: Institute for Low Temperature Physics & Engineering (ILT),
                           Kharkov, 1968-1976
Senior Research Fellow:  the same Institute, 1976-1986
Leading Research Fellow:  the same Institute, 1986-present time
Professor:   Kharkov National University, 1989-present time

PROFESSIONAL SOCIETIES AND ORGANIZATION:

Kharkov Mathematical Society
Editorship of the journal "Mathematical Physics, Analysis, Geometry"

RESEARCH INTERESTS:

Isometric immersions of Lobachesky space into Euclidean space
Minimal submanifolds
Grassmann image of submanifolds
Global geometry of submanifolds and vector fields in Riemann space

MAIN PUBLICATIONS WITHIN LAST 5 YEARS:

1. Geometry of the Grassmann image for a local isometric immersion of n-dimensional Lobachevsky space into (2n-1)-dimensional Euclidean space // Mathematicheskiy Sbornik, 1997, V.100, N.1. (in Russian)
2. An example of isometric  immersion of a domain of 3-dimensional Lobachevsky печатн.  space into E6 with a sect.ion as the  Veronese surface // Mathematicheskaya phisika, analiz, geometria, 1999, V.6, N.1-2 (with Goncharova O.A.)
3. On the Bianchi and Backlund transformations of two-dimensional surfaces in four-dimensional Euclidean space //  Mathematical Physics, Analysis, Geometry, 2000, N.3, n.1 (with A.Sym)
4. Isometric immersions of Lobachevsky space into spheres and geometric interpretation of spectral parameter // Phys. Letter A, 2001 (with J.Cieslinski)
5. Closed surfaces in Е4 with non-zero Withney invariant // Mathematicheskaya phisika, analiz, geometria, 1998, V.5, N.3-4  (with Manzhos N.V., in Russian)
7. An expression for the Riemannian curvature tensor of a submanifold in Euclidean space given by a system of equations // Mathematicheskie zametki, 1999, V.66, N.1 (in Russian)
8. On the Gauss curvature of closed surfaces in E3 and E4  // Mathematicheskaya phisika, analiz, geometria, 2001, V.8, N.1 (with Gorkaviy V.A., in Russian)
9. New ideas in differential geometry of submanifolds - Acta: Kharkiv (Ukraine), 1998, 176 pp.
10. The geometry of vector fields - Gordon and Breach: Amsterdam, 1999, 188 pp.
11. Differential geometry and topology of curves - Gordon and Breach: Amsterdam, 2000, 216 pp.
12.  Geometry of  submanifolds - Gordon and Breach: Amsterdam, 371 pp
13.  Geometry of  submanifolds - Naukova dumka: Kiev, 396 pp (in Russian)
 
 
 

OFFICE ADDRESS:  Institute for Low Temperature Physics & Engineering
                                  47, Lenin ave., 310164 Kharkov, Ukraine

Tel.: (380)-57-330-85-84
E-mail: aminov@ilt.kharkov.ua


   Update: January 31, 2003.