Prof. Mahammad A. Nurmammadov

Shamakhy Astrophysical Observatory, Azerbaijan National Academy of Sciences

Azerbaijan Republic

Associate Professor

Email: nurmamedov_55@mail.ru

Qualification

2002  Associate Professor, Azerbaijan State Oil Academy, Department of Applied Mathematics

1990 PhD

1984-1987 Ph.D.student of Novosibirsk State University of USSR, Russian, Novosibirsk

1981 M.Sc., Azerbaijan State University, faculty Mechanic-Mathematics

Publications (Selected)

Books, Book Chapters, Dissertation

1. “Lectures in Higher Mathematics for Economists”( with  A.  M. Abbasov ), Outskirts Press, Inc., http:// www.outskirtspress.com, 2008, 220 p., (in English) ISBN: 978-1-4327-2725-3, Mathematics – Advanced Library of Congress Control Number: 2008934491, Printed in the United States of America.
2. The Numerical Methods” (handbook) Registered in Ministry of Education, №1082, 05.11.2001, 141 p., Baku (in Azerbaijan).
3. Stimulated Morally and Edifying Thinking (STİMULVERİCİ MƏNƏVİ-ƏXLAQİ İBRƏTAMİZ DÜŞÜNCƏLƏR” ədəbi əsər -Aforizmlər ) Baku 2017 Certificate number 9584 pp 38 , (in Azerbaijan).
4. PhD dissertation with title” On the solvability of a some boundary value        problems for mixed type differential equations with some degenerating planes"
5. Doctor of Science Mathematics dissertation with title “On the solvability of local and non-local boundary value problems for non-classical equations of mathematical physics in multi-dimensional domain “

Journals

1. Mahammad A. Nurmammadov. The Solvability of a New Boundary Value Problem with Derivatives on the Boundary Conditions for Forward-Backward Semi Linear Systems of Mixed Equations of Keldysh Type in Multivariate Dimension. Sciences Publishing. International Journal of Theoretical and Applied Mathematics 2015; 1(1): 10-20 published online June 30, 2015, New York, USA.
2. Mahammad A. Nurmammadov. The Solvability of a New Boundary Value Problem with Derivatives on the Boundary Conditions for Forward-Backward Linear Systems Mixed of Keldysh Type in Multivariate Dimension. Sciences Publishing. International Journal of Theoretical and Applied Mathematics 2015; 1( 1): 1-9 Published online June 15, 2015  doi:10.11648/doi:10.11648/j.ijtam.20150101.11, New York , USA.
3. Nurmammadov   M . A. The Existence and Uniqueness of a New Boundary Value Problem (Type of Problem „„E‟‟) for Linear System Equations of the Mixed Hyperbolic-Elliptic Type in the Multivariate Dimension with the Changing Time Direction Hindawi Publishing Corporation Abstract and Applied Analysis Volume 2015, Article ID 703652, 10 pages http://dx.doi.org/10.1155/2015/703652 USA.
4. Nurmamedov M.A. On the solvability of a boundary value problem for linear -system equations of non-classical type in multidimensional domain // Journal of Qafqaz University. Number 29, Volume 1, 2010. Mathematics and Computer Science, p. 71-79, Baku.
5. Nurmamedov M.A. The solvability of a boundary value problem for quasi-linear  system equations of mixed-composite type with changing direction in multidimensional domain //Russian Academy of Science, Vladikavkaz Mathematical Journal (VMJ),Mathematics, 2010, V. 1, №2, p.46 – 61.
6. Nurmamedov M.A. On the solvability of a non-local boundary value problem for linear system equation of non-classical type in multidimensional domain // Russian Vorone State Pedagogical University, Scientific Technique Journal and Methodical of Education, 2010, № 2, p.33-38.
7. Nurmamedov M.A. The solvability of a boundary value problem for degenerating quasi-linear system equation of non-classical type in multidimensional domain // Russian , Voronej State Pedagogical University, Scientific Technique Journal, and Methodical of Education, 2010, № 1, p.36- 44.
8. Nurmamedov M.A. On the solvability of a non-local boundary value problem for equation of non-classical type in multidimensional domain // Russian,  Voronej State Pedagogical University, Scientific Technique Journal and Methodical of Education, 2010, № 1, p. 32-36.
9. Nurmamedov M.A. The well-posed non-local boundary value problem for system equation of non-classical type in multidimensional domain // Russian Academy. News Dagestan’s Scientific Center, 2010, № 36, p.9-14.
10. Nurmamedov M.A. On the boundary value problems for semi-linear system equations of mixed and composite type, in case of self-adjoin elliptical operator include in system. Russian Academy of Science International Russian – Abkhaz Symposium Equation of mixed type and nearly problems analysis and Informatics. Nalchik – Elbrus 21-23 may 2009, p.178-181 (in Russian).
11. Nurmamedov M.A. The solvability of boundary value problems with derivatives in boundary condition for equation of non-classical type with higher even order. News Baku State University Sec. Physics-Math. №1, 2009, p.44-54 (in Russian).
12. Nurmamedov M.A. Some applications of the theory of equation of mixed type with changing of time direction // Proceeding of İMM of NAS of the Azerbaijan Republic, vol. XXVIII, №1, p.75-84, 2008.
13. Nurmamedov M.A. On the solvability of the first non-local boundary value problems for equation of non-classical type with even higher order. Russian Academy of Sciences, Adigey International Academy of Sciences, Nalchik, 2008, Vol. 10, №2, p.43-50 (in Russian).
14. Nurmamedov M.A. On the solvability of the first local boundary value problems for linear systems equations of non-classical type with second order. Russian Academy of Sciences, Adigey International Academy of Sciences, Nalchik, 2008, Vol. 10, №2, p.51-58 (in English).
15. Nurmamedov M.A. The well-posednes a non-local boundary value problem for system equations of non-classical type in multidimensional domain. “Journal of Fundamental Scientific Research”, Azerbaijan Technical University, Baku, 2008, №1, Vol. VII (28), p.89-93 (in Russian).
16. Nurmamedov M.A. The some of well-posed boundary value problems for the systems equations of mixed type with changing of time direction in space.“Journal of Fundamental Scientific Research”, Azerbaijan Technical University, Baku, 2008, №1, Vol. VII (25), p.68-74 (in Russian).
17. Nurmamedov M.A. On the solvability well posed boundary value problems of forward-backward system equations of mixed type. International Conference of Mathematical Physics and its applications. Russian Academy of Sciences, Math. Inst. after V.A. Steklov and Samara State University, 8-13 September 2008, p.140 – 144 (in Russian)
18. Nurmamedov M. A. On the solvability of one boundary value problem  for the systems equations of mixed-composite type in multidimensional domain, News of Baku University, Physical-Mathematical sciences, №1, Baku State University, 2008 p.35-43(in Russian).
19. Nurmamedov M.A. The non-local boundary value problems for equations of non-classical type, in “Mathematical methods”, Proceedings of the Azerbaijan State Oil Academy, Baku, 2002, p.308-312 (in Russian)
20. Nurmamedov M.A. Two B.V.P. for non-linear equations of mixed type with changing of time direction, in Proceedings of the Institute of Mathematics and Mechanics of the Azerbaijan National Academy of Sciences, Baku, 1995, p.168- 176 (in Russian).
21. Nurmamedov M.A. Some of well-posed B.V.P. for equations of mixed type with changing of time direction, in Proceedings “Non-classical equations of mathematical physics”, Institute of Mathematics of Siberian Branch of the Academy Sciences, USSR, Novosibirsk, 1987, p.161-169 (in Russian).
22. Nurmamedov M.A. On the B.V.P. for degenerative quasi-linear equations of mixed type, in Proceedings “Non-classical equations of mathematical physics”, Siberian Branch of the Academy of Sciences. USSR, Novosibirsk, 1986, p.175-178 (in Russian).
23. Nurmamedov M.A. Some of well-posed B.V.P. for equations of mixed type with orthogonal linear degeneration, in Proceedings “Some problems of differential equations and discrete mathematics”, Novosibirsk State University, Novosibirsk, 1986, p.104-107 (in Russian).
24. Nurmamedov M.A. The first boundary value problems for the equation of mixed type, in Proceedings “Non-classical equations. Siberian Branch of the Academy of Sciences. USSR, Novosibirsk, 1985 p 117-122 (in Russian).