Haji Masmaliyev
PhD in Mathematics
Phone: 012 510 57 44
e-mail: hacimasmaliyev@hotmail.com
PERSONAL DATA
He was born on April 15th, 1963 in Kazakh region.
1970-1980, he studied high school in Dash Salahli village of Kazakh region.
1980-1985, student of the Faculty of Mechanics and Mathematics, BSU.
1985-1989, worked as software engineer at ZMTU - Khazri.
1989-1993 worked at the Department of Mathematics of Physics Faculty, BSU.
1993-1999, voluntarily joined to Azerbaijan Armed Forces and served in different positions in army, involved in different war operations for Forces of Azerbaijan, Major and war veteran.
Since 2006 he has been working as a lecturer in the Department of Applied Mathematics at Applied Mathematics and Cybernetics at the BSU.
He is married and has two children.
EDUCATION AND ACADEMIC DEGREES OBTAINED
1980-1985, student of the Faculty of Mechanics and Mathematics, BSU.
2014, Ph.D. in mathematics ‘Integrating some systems of nonlinear differential equations by the inverse spectral problem method '
COMPLETE PROFESSIONAL BACKGROUND
1985-1989, ZMTU - Khazri 'software engineer.
1989-1993 worked at the Department of Mathematics of Physics Faculty, BSU.
1993-1999, voluntarily joined to Azerbaijan Armed Forces and served in different positions in army, involved in different war operations for Forces of Azerbaijan, Major and war veteran.
1999-2006 at the Department of Mathematics , Faculty of Physics. BSU.
Since 2006 he has been working as a lecturer in the Department of Applied Mathematics at Applied Mathematics and Cybernetics at the BSU.
He lectures on mathematical analysis, geometry and algebra.
Has 22 scientific articles.
PRESENT RESEARCH INTERESTS
Inverse spectral problems for differential operators.
PARTICIPATION IN INTERNATIONAL CONFERENCES, SYMPOSIUMS AND SEMINARS
2011- Solution of the caution problem for the volter chain with unbounded initial condition. / ABSTRACTS of the 4th Congress of the Republic of Azerbaijan, Baku Azerbaijan, July 1-3, 2011, p. 229.
LIST OF SELECTED PUBLICATIONS
1. On the convergence of partial sums of a Fourier series to improper functions of a second-order differential operator with piecewise constant coefficients. BSU, News, physics-mathematic series, No. 4, 2000. article.
2. About one-class Sturm-Liuvill operators. Materials of the YIC Scientific Conference "Mathematical Application Problems" dedicated to the 84th anniversary of the national leader Heydar Aliyev.12 May 2007. thesis.
3. On the discreteness conditions of the spectrum of the zero-diagonal Jacobi semi-infinite matrix. Ukrainian Mathematical Journal, 2010, v.62, No. 2, p. 285-288. article .
4. Spectral analysis of a single class of Schrödinger difference operators. Reports of the Russian Academy of Sciences, Moscow, "Science", 2011, t.436, No. 6, pp. 731-732. article .
5. Volterr chain solution with unbounded initial condition. Abstract of the IY Congress of the World Mathematical Society, Baku, 1-Yuli 2011, p.125. thesis.
6. The Cauchy problem for the Voltaire chain with unlimited initial condition. Bulletin of Baku University ser. Phys.-mat. Sciences, 2012, №2, p.21-25. article.
7. A solution ofnonlinear differential equations. Transactions of NAS Azerbaijan, 2012, vol.XXXII, No. 1, p.101-106. article.
8. Global solvability of the Cauchy problem for an infinite system of nonlinear differential equations. Journal of contemporary applied mathematics. Vol 3, 2013, December, p.64-70. article.
9. On the basic properties of the system of state functions of the Sturm-Liouville boundary-value problem rationally dependent on the spectral parameter. Journal of contemporary applied mathematics. Vol 5, 2015, September, p.61-66. article.
10. The direct scattering problem for the difference Dirac operator on the entire axis. Journalof Contemporary Applied Mathematics. Volume 6, 1, 2016, p.46-50. article.
11. The Cauchy problem for a single infinite chain with step-like initial data. Materials of the republican scientific conference "Functional analysis and its applications" dedicated to the 100th anniversary of Professor A.S. Habibzadeh .Baku-2016, p. 175-176. thesis.
12. On the representation of a special solution of a perturbed anharmonic equation. Journal of contemporary applied mathematics. Vol 7, 2017, December, c.34-39. Article.
13. Global solvability of the Cauchy problem for one infinite system of nonlinear differential equations, BSU news, № 1, 2017. page. 87-92.
14. Integration of infinite chains in the class of completely continuous operators. Journal of Contemporary Applied Mathematics, v. 8, No. 2, 2018, December, p. 3-6.
15. Inverse spectral problem for perturbed harmonic oscillator. Reports of the National Academy of Sciences of Azerbaijan, volume LXXY, No. 1, 2019, Baku, ELM, pp. 6-8 (co-author A.X. Khanmamedov).
16. Transformation operators for harmonic oscillator. Mat. Notes, 2019, Volume 105, Issue 5, pp. 740-746 (Mi mz 11774), (co-author A.Kh. Khanmamedov).
17. On the spectral theory of an emulated oscillator on a semiaxis. Journal of Contemporary Applied Mathematics, v. 10, No. 1, 2020, Juli, p.58-63.
BOOKS
1. Exercise on differential calculus of multivariable functions. Methodical manual, Baku 2019, (order R99, dated 07/15/2019), 54 pages.
