Associate Professor
Research Interest
dynamical systems, mathematical biology, mathematical neuroscience
Dr. Kashkynbayev joined Nazarbayev University as an Assistant Professor in May 2017. He received his PhD from the Department of Mathematics, Middle East Technical University in 2016. He obtained his undergraduate degree from the same university in 2010. His research fields include ordinary differential equations, impulsive differential equations, delay differential equations, differential equations with a piecewise constant argument of generalized type, bifurcation, chaos, nonautonomous dynamical systems and mathematical neuroscience.
- Mizrak O.O., Mizrak C., Kashkynlcubayev A., Kuang Y. (2020) The Impact of Fractional Differentiation in Terms of Fitting for a Prostate Cancer Model Under Intermittent Androgen Suppression Therapy. In: Dutta H. (eds) Mathematical Modelling in Health, Social and Applied Sciences. Forum for Interdisciplinary Mathematics. Springer, Singapore.
- Kashkynbayev, A., Koptleuova, D. Global dynamics of tick-borne diseases, Mathematical Biosciences and Engineering, 2020, 17(4): 4064-4079.
Issanov, A., Amanbek, Y., Abbay, A., Adambekov, S., Aljofan, M., Kashkynbayev, A. & Gaipov, A. COVID-19 Outbreak in Post-Soviet States: Modeling the Best and Worst Possible Scenarios, Electronic Journal of General Medicine, 17(6), (2020) em256. - Mizrak, O.O., Mizrak, C., Kashkynbayev, A., and Kuang, Y., Can fractional differentiation improve stability results and data fitting ability of a prostate cancer model under intermittent androgen suppression therapy?, Chaos, Fractals & Solitons, 131, Article No 109529, (2020)
- M.U. Akhmet, A. Kashkynbayev, Bifurcation in Autonomous and Nonautonomous Differential Equations with Discontinuities, Nonlinear Physical Science Series, Springer & HEP, Singapore, 2017.
- M.U. Akhmet, M.O. Fen, A. Kashkynbayev, Persistence of Li-Yorke chaos in systems with relay, Electron. J. Qual. Theory Differ. Equ. 2017, No. 72, 1-18.
- M.U. Akhmet, A. Kashkynbayev,
Nonautonomous bifurcations in non-linear impulsive systems, Differential Equations and Dynamical Systems, 28(1), pp.177-190.
Calculus I, Nonlinear Differential Equations, Advanced Nonlinear Differential Equations, Nonlinear Differential Equations with Applications, Mathematical Discovery, Linear Algebra with Applications, Introduction to Differential Equations, Introduction to Mathematical Biology, Internship.