| Scientific works | 1.On asymptotic behavior of conditional probability of crossing the nonlinear boundary by perturbed random walk, Theory of Stochastic processes, 17(34),2011, p.5-11(həmmüəlliflər F.Rəhimov,M.Navidi)
2.Limit theorems and transitional phenomen in the theory of branching processes. Mathematical Studies, Monograph Series, V.XIV, VNTL Publishers, 2010, 256 p (həmmüəlliflər Y.I.Yeleyko, I.B.Bazylevych)
3.Asymptotic behavior of conditional probability of the nonlinear boundary crossing by a random walk, Theory of Stochastic processes, 16(32),2010, №1, p.12-17(həmmüəlliflər T.Hashimova)
4.Improved Modeling for Prediction of Water Transmission Failure Nova Science Publications, USA, 2010, p28-36. (həmmüəlliflər K.H.Asli, F.B.Nagiyev)
5.Improved modeling for pressure drop in microtubes, Pakistan journal of scientific and Industrial research, vol.55, №1, 2012, p.36-42 (həmmüəlliflər K.H.Asli, F.B.Nagiyev, A.K.Haghi)
6.A numerical study on heat transfer in microtubes, Journ. of the Balkan Tribologicla Association, v. 16, №1, 2010, p.9-19 (həmmüəlliflər Asli K.H., Nagiyev F.B., Haghi A.K.)
7.Improved Modeling for prediction of water transmission failure. Novo Science Publications, USA, 2010, p.28-36 (həmmüəlliflər Asli K.H., Nagiyev F.B.)
8.Modeling of fluid interaction prodused by water hammer, Int. Journ. Of Chemo informatics and chemical Engineering, USA, v.1, №1, 2011, p.29-41.(həmmüəlliflər Asli K.H., Nagiyev F.B., Haghi A.K.)
9.Mathematical Concepts for mechanical engineering design, Apple Academic Press, USA, 223p., 2014. (həmmüəlliflər K.H.Asli, Sahleh H.)
10.Applied Research in Hydraulics and Heat Flow, Apple Academic Press, USA, 2014, 364 p. (həmmüəllif Kaveh H.A.)
11.Flued mechanics and heat transfer. Apple Academic Press, USA, 2015,234p. Aslı K.H.
12. İnteqral limit theorems for the first passage time of the Markov chain dor level and their applications.// İnternational Journal of modern trends in engineering and research, V.3, İssue 3; 2016, p. 526-532. Rustamov Y.İ.
13. S.S.Aliyev. “Well placement as a method for control of oil field development.” Вестник Львовского Университета, серия механики, 2016, N 82, pp. 21-29.
14. Aliyev S.A., Rustamov Y.I., Xalilov V.S. On estimation of parameters of branching random processes with many types of particles, Imeset 17, Bitlis Full Paper proceedings, Bitlis, Turkey 2017, p. 693-695.
15. S.A.Aliev., Ya.I.Rustamov, T.S.Gagjiev. A mathematical models the optimal irrigation under optimal water resourcers. Intern Journal of modern trends in engineering and research, vol. 05, issue 10, 2018, p. 26-32.
16. Aliev.S.A., Ragimov F.H., Khalilov V.S. Limit theorems for the family of first passage time of the level by random walk described by a nonlinear function of the autoregressive process of order one (AR(1)). Uzbek Mathematical Journal, 2019, № 1, pp.4-14.
17.S.A.Aliev. “The optimal irrigation under water use decisions.” Сборник научных трудов Национальный Университета водн.хоз., Ровно ,Украина, вып. 1-2, 2019, с.74-78.
18.S.A.Aliev. Forcing the system by a drift, Mathematychni Studii, 55(2), 2021, p.14-19.
19. S.A.Aliev.Limit theorems for homegeneous branchinq processes with migration. Trans. of NAS of Azerb., ser.phys.-tech.math.sci., Mathematic, 41(4), p. 1-12, 2021. |
|---|
