Mukhtar Ismagulov joined the Suleyman Demirel University (SDU) in Kazakhstan in 2017. He has been working as an assistant professor at the Department of Mathematics and lead such courses as Mathematical Analysis, Complex Analysis, Measure Theory and Real Analysis, Analytic Geometry. After graduating from Kazakh State University, he worked at the Institute of Mathematics of the Academy of Sciences of RK, where he defended his PhD thesis "Approximation of continuous and differentiable functions by interpolating regular splines". After that he worked at Kazakh State University, KIMEP University. His research interests lie in the approximation theory, theory of spline-functions.

Candidate of Physical and Mathematical Sciences (1987), Institute of Mathematics of the Academy of Sciences of RK.

MCM 111 Mathematical analysis 1
MCM 202 Mathematical analysis 3
MCM 102 Mathematical analysis 2
MAT 153 Mathematics for Computer Science 1
MAT 220 Mathematical analysis 4
MCM 201 Mathematical and Complex analysis
MAT 518 Measure theory and real analysis
MAT 203 Mathematical analysis 3
MAT 204 Mathematical analysis 4
MAT 307 Complex analysis
MAT 103 Analytic Geometry

Approximation of continuous functions by one class of regular splines (Kazakh Mathematical Journal, Almaty, 2019, V. 19, № 2, pp. 59-69).
On local approximation by one class of regular splines (Mathematical Journal, Almaty, 2017, V.17, № 2 (64), p. 124-131)
Estimation of Approximation of continuous periodic functions by generalized parabolic splines (Mathematical Journal, Almaty, 2008, V.8, №1 (27), p. 35-39 )
On interpolation by regular parabolic splines. Proc. AN RK, 1994, №1, p.37-40.
On approximation of continuous periodic functions by generalized parabolic splines. Proc. Conf. Dedicated 70th anniversary of Amanov T.I. Almaty, Kazakhstan, 1993, Sept.
Estimates of approximation of twice differentiable functions by regular splines. Proc. AN RK, 1998, №1, p. 23-25.
Exact estimates of approximation of continuous periodic functions by regular splines. Mat. Zametki, AN SSSR, 1987, V. 42, N 1, p. 9-20.
Estimates of approximation of continuous and differentiable functions by interpolating regular splines. Deposit in KazNIINTI 27.04.87, №1642, p. 1-42.
Approximation by regular splines. Proceedings of the 3rd International Winter School. Saratov, USSR, February, 1986.