Dr. Mahammad A.
Nurmammadov
Azerbaijan State
Pedagogical University
Azerbaijan
Associate Profession
Email:
nurmamedov@mail.ru
Qualification
1984 Novosibirsk State University, Russia
Publications(Selected)

Nurmamedov M.A.
The first boundary value problems for the equation of mixed type, in
Proceedings “Nonclassical equations of mathematical physics”, Institute of
Mathematics of Siberian Branch of the Academy of Sciences, USSR, Novosibirsk,
1985, p.117122 (in Russian)

Nurmamedov M.A.
Some of wellposed 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.104107 (in Russian)

Nurmamedov M.A. On
the B.V.P. for degenerative quasilinear equations of mixed type, in
Proceedings “Nonclassical equations of mathematical physics”, Siberian Branch
of the Academy of Sciences, USSR, Novosibirsk, 1986, p.175178 (in Russian)

Nurmamedov M.A.
Some of wellposed B.V.P. for equations of mixed type with changing of time
direction, in “Proceedings Nonclassical equations of mathematical physics”,
Institute of Mathematics of Siberian Branch of the Academy Sciences, USSR,
Novosibirsk, 1987, p.161169 (in Russian)

Nurmamedov M.A. Two
B.V.P. for nonlinear 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)

Nurmamedov M. A.
On the solvability of one boundary value problem for the systems equations of mixedcomposite
type in multidimensional domain, News of Baku University, PhysicalMathematical
sciences, №1, Baku State University, 2008 p.3543(in Russian)

Nurmamedov M.A.
The some of wellposed 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.6874 (in Russian)

Nurmamedov M.A.
The wellposednes a nonlocal boundary value problem for system equations of
nonclassical type in multidimensional domain, “Journal of Fundamental
Scientific Research”, Azerbaijan Technical University, Baku, 2008, №1, Vol. VII
(28), p.8993 (in Russian)

Nurmamedov M.A. On
the solvability of the first local boundary value problems for linear systems
equations of nonclassical type with second order, Russian Academy of Sciences,
Adigey International Academy of Sciences, Nalchik, 2008, Vol. 10, No. 2,
p.5158 (in English)

Nurmamedov M.A. On
the solvability of the first nonlocal boundary value problems for equation of
nonclassical type with even higher order, Russian Academy of Sciences, Adigey
International Academy of Sciences, Nalchik, 2008, Vol. 10, No. 2, p.4350 (in
Russian)

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,
No. 1, p.7584, 2008.

Nurmamedov M.A.
The solvability of boundary value problems with derivatives in boundary
condition for equation of nonclassical type with higher even order. News Baku
State University Sec. PhysicsMath. No. 1, 2009, p.4454 (in Russian)

Nurmamedov M.A. On
the boundary value problems for semilinear system equations of mixed and
composite type, in case of selfadjoin elliptical operator include in system.
Russian Academy of Science International RussianAbkhaz Symposium Equation of
mixed type and nearly problems analysis and Informatics, NalchikElbrus 2123
may 2009, p.178181 (in Russian)

Nurmamedov M.A.
The wellposed nonlocal boundary value problem for system equation of
nonclassical type in multidimensional domain, Russian Academy, News Dagestan’s
Scientific Center, 2010, No. 36, p.914

Nurmamedov M.A. On
the solvability of a nonlocal boundary value problem for equation of
nonclassical type in multidimensional domain, Russian, Voronej State Pedagogical University,
Scientific Technique Journal and Methodical of Education, 2010, No. 1, p.3236

Nurmamedov M.A.
The solvability of a boundary value problem for degenerating quasilinear
system equation of nonclassical type in multidimensional domain, Russian,
Voronej State Pedagogical University, Scientific Technique Journal, and
Methodical of Education, 2010, No. 1, p.36 44

Nurmamedov M.A. On
the solvability of a nonlocal boundary value problem for linear system
equation of nonclassical type in multidimensional domain, Russian Vorone State
Pedagogical University, Scientific Technique Journal and Methodical of
Education, 2010, No. 2, p.3338

Nurmamedov M.A.
The solvability of a boundary value problem for quasilinear system equations
of mixedcomposite type with changing direction in multidimensional domain,
Russian Academy of Science, Vladikavkaz Mathematical Journal (VMJ), Mathematics,
2010, V. 1, No. 2, p.46 – 61

Nurmamedov M.A. On
the solvability of a boundary value problem for linear system equations of
nonclassical type in multidimensional domain // Journal of Qafqaz University.
No. 29, Volume 1, 2010, Mathematics and Computer Science, p.7179, Baku

Nurmammadov M.A.
The Existence and Uniqueness of a New Boundary Value Problem (Type of Problem
E) for Linear System Equations of the Mixed HyperbolicElliptic 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

Mahammad A.
Nurmammadov. The Solvability of a New Boundary Value Problem with Derivatives
on the Boundary Conditions for ForwardBackward Linear Systems Mixed of Keldysh
Type in Multivariate Dimension. Sciences Publishing, International Journal of
Theoretical and Applied Mathematics 2015, 1 (1): 19 Published online June 15,
2015, New York, USA

Mahammad
A. Nurmammadov. The Solvability of a New Boundary Value Problem with
Derivatives on the Boundary Conditions for ForwardBackward Semi Linear Systems
of Mixed Equations of Keldysh Type in Multivariate Dimension. Sciences
Publishing, International Journal of Theoretical and Applied Mathematics 2015;
1(1): 1020 published online June 30, 2015, New York, USA
