Biography





Prof. Mahammad A. Nurmammadov

Shamakhi Astropysical Observatory Named after Nasreddin Tusi of Ministry of Sciences and Education of the Republic Azerbaijan, Shamakhi, Azerbaijan

Associate Professor


Email: nurmamedov_55@mail.ru


Qualifications

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

1990 Ph.D., Baku State University, Azerbaijan

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

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


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).

Journals

  1. Mahammad A. NURMAMMADOV, The Existence and Uniqueness of a New Boundary Value Problem (Type of Problem “E”) for a Class of Semi Linear (Power Type Nonlinearities) Mixed Hyperbolic-Elliptic System Equations of Keldysh Type with Changing Time Direction, Acta Mathematicae Applicatae Sinica, (English Series), 2022, Vol. 38, No. 4, 763–777.https://10.1007/s10255-022-1016-5.
  2. Mahammad A. Nurmammadov. A New Mathematical Justification for the Hydrodynamic Equilibrium of Jupiter// Open Journal of Applied Sciences, 2022, Vol.12, No. 9, p.1547-1558. https://doi.org/10.3390/su13010070.
  3. Mahammad A. Nurmammadov. Applications of Non-Classical Equations and Their Approaches to the Solution of Some of Classes Equations Arise in the Kelvin-Helmholtz Mechanism and Instability, Open Journal of Applied Sciences, 2022, Vol. 12, No.11 . P 1873-1891.
  4. Mahammad A. Nurmammadov et all. New Application of the Method of Non-Classical Approach to Certain Problems of the Theory of Anisotropic Space Plazma in Fluid Description, Journal of Applied Mathematics and Physics, 2021, Vol.9 No.6.
  5. Mahammad A. Nurmammadov et all. New Mathematical Tractates about Dynamics of Great Red Spot on the Jupiter, International Journal of Physics and Astronomy, 9(1), pp. 1-7. DOI: 10.15640/ijpa.v9n1a1
  6. Mahammad A. Nurmammadov et all. Influences the factors of Cyclones, Anticyclones, Circulation and Rotation to the Steady Dynamic of Great Red Spot of Jupiter, Journal of Natural Sciences, 8(2), pp. 16-20. DOI: 10.15640/jns.v8n2a2
  7. Mahammad A. Nurmammadov. Mathematical Modeling of Concurrences between Two Languages. Proceeding of 8th Eurasian Multidisciplinary Forum, EMF 2018, 6-7 September 2018, p. 37-42.
  8. Mahammad A. Nurmammadov. In the Theory of Partial Differential Equations, The Solvability of NewWell-Posed Boundary Value Problems for New Typeless Linear System Equations. Proceeding of 8th Eurasian Multidisciplinary Forum, EMF 2018, 6-7 September 2018, p.78-84.
  9. 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.
  10. 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.
  11. 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, Abstract and Applied Analysis, 2015, http://dx.doi.org/10.1155/2015/703652.
  12. Nurmamedov M.A. On the solvability of a boundary value problem for linear -system equations of non-classical type in multidimensional domain, Mathematics and Computer Science, 2010, Volume 1, . p. 71-79.
  13. 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, No. 2, p.46 – 61.
  14. 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.
  15. 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.
  16. 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.
  17. 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.
  18. 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).
  19. 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).
  20. 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.


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