Mustafayeva Yelena
Scientific degree and position taken now at Baku State University:
Ph.D. in Mathematics and Physics, ass.prof., lecturer
Work telephone: 439-04-06
e-mail: helenmust@rambler.ru
PERSONAL DATA
Was born in Kamchatka, Russia, October, 26th, 1964, in the family of a military
In 1972-1982 studied at secondary school.
In 1982-1985 studied at the faculty of Applied Mathematics of Baku State University
In 1985-1988 studied at the faculty of Calculating Mathematics and Cybernetics of Moscow State University named after M.V.Lomonosov
From 1988 till now: Labour activity at Baku State University
In 1995-2000 postgraduate student of Baku State University
In 2000 defended thesis
Has one daughter
EDUCATION& ACADEMIC DEGREES OBTAINED
In 1988 graduated from Moscow State University named after M.V.Lomonosov , the faculty of Calculating Math&Cyber.
2000, defended thesis "The investigation of solvability of operator-differential equations of second order"
2007, acting as Associate Prof.
COMPLETE PROFESSIONAL BACKGROUND
1988-2004, Baku State University, Computer center, engineer- programmer.
2004-till now, Baku State University, the faculty of Applied Math.&Cyber., the department of Applied Mathematics, lecturer
Teach "Mathematical Analysis", "Functional analysis", "Applied Functional analysis" in English
Author of 10 articles, 2 textbooks, 1 program, 1 methodical textbook.
INTERNATIONAL SEMINARS, SIMPOSIUMS AND CONFERENCES
1999, Second International Symposium on Mathematical & Computational Applications, Baku
2008, the 2nd International Conference on Control and Optimization with Industrial Application, Baku, June 2-4.
PRESENT RESEARCH INTERESTS
functional calculus of a pair of operators acting from one Banach complex space to another operator-differential equations with unbounded operator coefficients
LIST OF SELECTED PUBLICATIONS
1. On the analytic solutions of one class of operator-differential equations // Baku State University: News of Baku State University, series of phys.-math. sciences, 1999, № 3-4, p.115-123 (jointly)
2. Investigation of questions of solvability of operator-differential equations of second order // Baku State University, manuscript deposited in Azerbaijan Scientific Research Institute of Technologies and Information, № 2635 Аz, 1999, 30 p.
3. On solvability of some operator-differential equations in Hilbert space // News of Baku State University, series of phys.-math. sciences, 2000, № 1, p.141-150.
4. On solvability and spectralicity of solutions of operator-differential equations of second order in Hilbert space.// Baku State University, manuscript deposited in Azerbaijan Scientific Research Institute of Technologies and Information, № 2649 Аz, 2000,36 p.
5. On spectral solution of an operator differential equation of second order in Hilbert space. // News of Baki State University, series of phys. and math. sciences, 2004, N 2 , 5 p.
6. On solvability of some operator-differential equations in complex domain // News of Baki State University, series of phys. and math. sciences, 2008, N 2, 5p. (jointly)
7. On solvability of operator-differential equation of second order in the presence of pole type singularity in the coefficients in some special case. // Journ. "The Reports of National Academy of Sciences of Azerbaijan", N 6, 2008, 8 p.
8. Spectral theory and functional calculus of a pair of operators acting from one complex. Banach space to another. Jour. “International Mathematical Forum”, vol.4, 2009, N 9, p.415-420.
9. Spectral analysis of a Pair of linear operators acting from one Banax Jace to another on a small analytical perturbation. Jour. “International Mathematical Forum”, vol.5, 2010, N 14, p.693-702.
10. SOME SPECIAL CONDITIONS OF INVESTIGATION mixed problem. International Baku Forum of Young Scientists Dedicated to the 90-th anniversary of National Leader Heydar Aliyev, Baku, 20-25-May, p.87-89.
11. Regularization of supersingular integrals. J. Actual problems of humanitarian and natural sciences, N 11, 2015, Moscow, Russia.
12. Regularization of supersingular integrals. J. Actual problems of humanitarian and natural sciences, N 11, 2015, Moscow, Russia.
13. New Method of Solvability of a Three-dimensional Laplace Equation with Nonlocal Boundary Conditions, Journal of Mathematical Physics, Analysis, Geometry, Kharkov, 2016, vol. 12, No. 3, pp. 185-204
14. One method of solvability of three-dimensional Laplace equation with integro-differential boundary conditions, J. News of Baku State University, 2016, No.1, Baku, pp.12-24.
15. Об одном методе исследования задачи Стеклова для 3-мерного уравнения Лапласа с нелокальными граничными условиями, Ж. Вестник Томского Государственного Университета, 2016, №6(44), сс.19-33.16. Один метод разрешимости трехмерного интегро-дифференциального уравнения с нелокальными граничными условиями, J. News of Baku State University, 2017, No.2, Baku, pp.12-24.
BOOKS
1. English textbook for mathematical departments (for Russian section) // Econ.Univer.Pub.House, 2005, Baku, 398 p.
2. English textbook for mathematical departments (for Azeri section) // Econ.Univer.Pub.House, 2006, Baku, 402 p.
3. «Analysis of functions of several variables». Method.book, Baku, 2009, 58 p.
4. Program of the discipline "English" for specialities "Mathematics", "Applied Mathematics". Baku: pub.house "Baku University", 2006, 10 p.
