Space Science Journal(SSJ)

Biography

Prof.Dr. Mahammad A. Nurmammadov Shamakhy Astrophysical Observatory, named after N.Tusi of the Ministry of Sciences and Education of the Republic of Azerbaijan, Shamakhy city, Azerbaijan Mahammad A. Nurmammadov graduated from mathematics in 1987 at Novosibirsk State University's Department of Applied Mathematics [two specialties:1) Differential Equations and 2) Mathematical Physics] for postgraduate studies with a PhD. Degree of Physical Mathematics (dissertation title: On the Solvability of Some Boundary Value Problems for Mixed Type Differential Equations with Some Degenerating Planes") He worked at Novosibirsk State University (USSR) and as Head of Construction of the Special Construction Section, Head of Department in the National Academy of Sciences of Azerbaijan, Vice-Rector of Scientific Affairs of Lankaran State University, and Associate Professor at the Oil Academy of Azerbaijan (department of applied mathematics). He is Chief-in Editor of the "International Journal of Partial Differential Equations and Their Applications" in the USA, a member of the editorial board of the "American Journal of Astronomy and Astrophysics," the "Open Journal of Applied Sciences," and the "American Journal of Computational Mathematics.", "Advanced Pure Mathematics" and "International Journal of Modern Nonlinear Theory and Applications," which are reputable Web of Science journals in the USA, Moreover, is also member of the editorial board of more than 15 journals of countries (America, Europe, India, Ukraine and so on), invited as conference chair, session chair, plenary speaker, renowned speaker, keynote speaker member scientific committee, organization committee and reviewers of 63 international conferences, symposiums, more than 1000 refereed papers, published book in the USA, Colorado, Denver and 56 papers and at the first time obtained new general form of tapeless system equations for (linear and nonlinear cases) and new well-posed boundary value problem which is has application in physical fields, astrophysical conditions problems and for the problems of transonic flow, noise, plasma. Finding the solution of degenerating system equations having singularities, which arise in MHD (magneto-hydro-dynamic) waves and plasma in the Sun. Considered an application of the new non-classical model approaches to Parker?s solar wind and magnetic field models, the last publication, "Application of the method of non-classical approach to some certain problems in the theory of anisotropic space plasma in fluid description," New mathematical theories about the dynamics of the Great Red Spot on Jupiter Additionally, problems with subsonic-supersonic transition (Tran-sonic) at critical points have applications to solar wind, shock waves applied in technology and space sciences, and aerodynamically, gas dynamics problems. Moreover, solvability is also obtained by a new boundary value problem for higher-order non-classical linear equations. Established mathematical modeling of languages and constructed theorems of concurrences between world languages; other applications of mathematical modeling in the natural sciences Last year he first investigated "New Mathematical Justification for the Hydrodynamic Equilibrium of Jupiter ", Applications of Non-Classical Equations and Their Approaches to the Solution of Some of the Classes Equations Arise in the Kelvin-Helmholtz Mechanism and Instability," and at the same time he extended the theory of PDE in the generalized form of a new system equation by new boundary value problems having aerodynamic, hydrodynamic, astrophysical, and other physical applications. He solved Parker?s unsolved degenerated and singular system equations, constructed and found exactly generalized solutions of the so-called nonclassical model of families? ordinary differential equations of second order, and restricted the physical, hydrodynamic, aerodynamic, gas dynamic, and astrophysical hydrodynamic means of these new nonclassical ordinary differential equations, which arise in astronomy, astrophysics, planetary sciences, oceanology, and the Sun and Earth?s sciences. At first published "A New Mathematical Justification for the Hypothesis of the Longevity of Jupiter ' s Great Red Spot" in Open Journal of Applied Sciences, USA. He invited from NASA for Department of Astrophysical Research, and has Virtual Passport of NASA as participants. In present, worker in the position of Lead Scientific Worker of Shamakhy Astrophysical Observatory, named after N. Tusi of the Ministry of Sciences and Education of the Republic of Azerbaijan, Shamakhy city, Azerbaijan.

Research Interest

Research Interests: Expertise: Pure and Applied Mathematics, Planetary Sciences, Plasma Models, Equations of Mathematical Physics of non-classical type, PDE, Numerical Analyses and Methods, Mathematical Modeling, New boundary value problems having aerodynamic, gas-dynamics-thermodynamics, hydrodynamic, astrophysical, and other physical applications, degenerated and singular system equations, modeling in space sciences, new non-classical ordinary differential equations and others applications, application non-classical models in Astronomy and Astrophysics, Sun, Galactic?s, Kelvin ?Helmholtz instability, Generalized Parker?s model, equilibrium of Jupiter and other planets.