1. Hamlet IsayevOn the class of linear operators associated with the multiparameter spectral theory, Appl. Comput. Math., 2017; (accepted)

2. Sertac Goktas (Turkey), Nazim B. Kerimov , and Emir A. Maris (Turkey),  On the Uniform Convergence of Spectral Expansions for a Spectral Problem with a Boundary Condition Rationally Depending on the Eigenparameter, Journal of the Korean Mathematical Society, 54(2017), No.4, pp 1175-1187;

3. Ali Huseynli, Vidadi Mirzoyev and Aida Gulieva, On basicity of the perturbed system of exponents in Morrey-Lebesgue Spaces, Azerbaijan Journal of Mathematics, Vol.7, No2, (2017);

4. V.F. Salmanov, and T.Z. GarayevOn basicity of exponential systems in Sobolev-Morrey spaces, An. Stiint¸ Univ. Al. I. Cuza Ia¸si Mat. (N.S.) 2016; (Romania); (accepted)

5. Valid F. Salmanov, Tarlan Z. Garayev, and Saad R. El-Shabrawy (Egypt), Basis Properties of Exponential Systems With Linear Phases in Morrey-Sobolev Type Spaces, Math. Sci. Lett. 6, No. 3, 305-309 (2017)

6. Ilmar Gahramanov and Hjalmar Rosengren (Sweden),   Basic hypergeometry of supersymmetric dualities, Nuclear Physics B 913 (2016) 747–768; (accepted)


7. Ilmar Gahramanov and Andrew P. Kels (Tokyo), The star-triangle relation, lens partition function, and hypergeometric sum/integrals, Journal of High Energy Physics, 2017 (accepted)

8. Ilmar Gahramanov and Kemal Tezgin (USA), A resurgence analysis for cubic and quartic anharmonic potentials, International Journal of Modern Physics A, Vol. 32, No. 5 (2017)4;


9. Shakhmurov, Veli B. Nonlocal problems for Boussinesq equationsNonlinear Analysis-Theory, Methods & Applications, Volume: 142 (2016), p.134-151;


10. Musaev, H.K., Shakhmurov, V.B., Regularity properties of degenerate convolution-elliptic equations, Boundary Value Problems, Volume 2016, Issue 1, (2016), p.1-19;


    11. Ч.Г. Ибадзаде, И.М. НабиевВосстановление оператора Штурма-Лиувилля с неразделенными граничными условиями и соспектральным параметром в граничном условии //Укр.  мат.  журн.,Том 69,№ 1, 2017;


    12. Bilal T. Bilalov, Ali A. Huseynli, and Fidan Sh. Seyidova, Riemann boundary value problems in generalized weighted Hardy spaces, Proceedings of the Institute of Mathematics and Mechanics, National Academy of Sciences of Azerbaijan, 2017; (accepted)


    13. Ahmet Eroğlu (Turkey), Javanshir V. Azizov, A note of the fractional integral operators in generalized operators in generalized Morrey spaces on the Heisenberg group, Transactions of NAS of Azerbaijan, Issue Mathematics, Series of Physical-Technical and Mathematical Sciences, 37(1), 86-91(2017);


    14. Bilal Bilalov, Ali Huseynli, Miran Aleskerov, On the basicity of unitary system of exponents in the generalized Lebesgue spaces, Transactions of NAS of Azerbaijan, Issue Mathematics, Series of Physical-Technical and Mathematical Sciences, 37 (1), 63–76 (2017), 2017;


    15. Bilal Bilalov, Ali Huseynli, On statistical variants of Karovkin type theorms, Reports of National Academy of Sciences of Azerbaijan, 2017;(accepted)


    16. A. Eroglu, V. S. Guliyev, and J. V. AzizovCharacterizations for the Fractional Integral Operators in Generalized Morrey Spaces on Carnot Groups, Mathematical Notes, 2017, Vol. 102, No. 5, pp. 127–139.


    International Conference Papers

    1. Гусейнли А.А., Селим Явуз, Функциональное пространство L_p;r и сингулярный интеграл Коши, “Modern mathematics and its applications”, Papers of the International scientific-practical conference, Part I, 18–20, May 2017, Ufa , p. 288-290.

    2. И.М. Набиев, Обратная  задача  для оператора Штурма-Лиувилля со спектральным параметром в граничном условии, “Modern mathematics and its applications” Papers of the International scientific-practical conference, Part II, 18–20, May 2017, Ufa , p. 103-107.

    3. Nazim B. Kerimov, Emir A. Maris, On the Spectral Expansions of a Boundary Value Problem with eigenparameter in both Boundary Conditions, International Conference on Mathematics and Mathematics Education, (ICMME-2017), Harran University, Şanlıurfa, 11-13 May, 2017

    4. Ziyatkhan. S. Aliyev, Nazim B. Kerimov, Spectral properties for the equation of Vibrating Rod on Right end of which an inertial load is consentrated, VIII Annual International Conference of the Georgian Mathematical Union, September 4-8, 2017