Dr. Taalaibek Imanaliev is a Professor in the Applied Mathematics and Informatics department at the American University of Central Asia. He received his Doctor of Physics and Mathematics Sciences post doctorate degree from Kyrgyz State National University named after Jusup Balasagyn (2001, Kyrgyzstan) and holds his Ph.D. in Physics and Mathematics Sciences from Kyrgyz National University (1994, Kyrgyzstan), and a specialized degree with honors from Kyrgyz National University (1988, Kyrgyzstan).
Dr. Imanaliev joined AUCA in 2013 as a part-time professor in the General Education non-degree program and was promoted to the Coordinator of the Applied Mathematics and Informatics department in 2014. Since 2016 he has been a Professor of AMI.
Dr. Imanaliev was an elected member of the Institutional Review Board at AUCA (2017-2019), an elected member of the AUCA Research Committee (2019-2021), a chairman of the Granting Commission of the Natural Sciences department of the Ministry of Education and Science of the Kyrgyz Republic (2010-2012), and an expert of the higher attestation commission of the Kyrgyz Republic (2011-2015). He has been an affiliated member of the American Mathematical Society since 2003, an affiliated member of the International Actuarial Association since 2011, and a deputy chair of the Kyrgyz Actuarial Association since 2012.
- “Excellence in Education of the Kyrgyz Republic” Award
- “Excellence in Physical Education and Sports” Award
- FIDE Master in Chess
- The USSR Sports Master in Chess
- Differential Equations
- Dye-sensitized solar cell
- Korteweg-De Vries type equations
- Mathematical Modeling
- Mathematical Model of ECG
- Numerical Methods
- Solitary waves
Below are selected publications:
- PANKOV P. S., IMANALIEV T. M., KENZHALIEV A. A., Automatic Makers as a Source for Olympiad Tasks, Olympiads in Informatics, Vilnius University, 15, 2021, 75-82, DOI: 10.15388/ioi.
- Karakeev T. T., Imanaliev T. M., Regularization of Volterra Linear Integral Equations of the First Kind with the Smooth Data, Lobachevskii J. Math. 41, 1, 2020, 39–45
- Imanaliev T., Burova E. (2020) Application of Additional Argument Method to Burgers Type Equation with Integral Term. In: Arai K., Kapoor S., Bhatia R. (eds) Intelligent Computing. SAI 2020. Advances in Intelligent Systems and Computing, vol 1229. Springer, Cham. https://doi.org/10.1007/978-3-030-52246-9_39
- Imanaliev Talaibek M., Nazarbaev Farhat T. Approximate solution of the essentially nonlinear equations by the additional argument method. ISC Functional analysis and its applications: Abstracts/ L.N. Gumilyov ENU, Astana, 2012. - 219-221
- Imanaliev Talaibek M. On the existence of periodic solutions of the KDV type equation. TWMS J. App. Eng. Math. V.1, N.2, 2011, pp. 167-172.
- Imanaliev Talaibek M . Asymptotical Method of solving singular perturbed differential and integrodifferential equation with impulse impact of international Jubilee conf. “Actual Problems of Control Theory, Topology and Operator Equations”, Kyrgyz-Russian-Slavic University, Bishkek, Kyrgyzstan, September 15-21, 2008 /R. Grothman, L.G.Lelevkina, M. Sommer (eds), Shaker Verlag, Aachen, Germany, (2009), 97-103.
- ImanalievThe method of additional argument for transfer type equations. Proc. “10th National Aeronautical conf.” PAF Acad., Risalpur, Pakistan, 2006, 249-254
- Imanaliev, Talaibek M.; Karakeev, Talaibek T.; Omurov, Talaibek D. Regularization of a system of the third-kind Volterra equations. Pakistan Acad. Sci. 42 (2005), no 1, 27-34.[MR2214153; 65R30(45D05)]
- Pankov, Pavel S.; Imanaliev, Talaibek M. Convergence of finite difference method for first-order partial differential equations with analytic initial conditions. of international conf. “Analytical and approximate methods”, Kyrgyz-Russian-Slavic University, Bishkek, Kyrgyzstan, September 23-24, 2002 /h.-p. Blattr, Felix, L.G. Lelevkina, M. Sommer (eds), Shaker Verlag, Aachen, Germany,(2003), 185-193.
- Imanaliev, Murzabek; Imanaliev, Talaibek M. Periodic solutions of third-order non-linear partial equation. Natural sciences journal. Kyrgyz-Turkish Manas University, 2 (2002), 31-52.
- Imanaliev, Talaibek M.; Aydyn Ahmed. The theory of quasi-soliton solutions of Cauchy problem for perturbed Korteweg-de Vries type non-linear differential equations. Natural sciences journal. Kyrgyz-Turkish Manas University, 2 (2002), 70-78.
- Imanaliev, M. I.; Pankov, P. S.; Imanaliev, T. M. The additional argument method in the theory of nonlinear partial differential wave equations. (Russian) Akad. Nauk 343 (1995), no. 5, 596-598. (Reviewer: Leonid V. Bogdanov) MR1359390 (96k:35030)
- Imanaliev, M. I.; Pankov, P. S.; Imanaliev, T. M. On the theory of nonlinear partial differential equations of Korteweg-de Vries type. (Russian) Akad. Nauk 342 (1995), no. 1, 17--19. (Reviewer: Leonid V. Bogdanov) 35Q53, MR1341712 (96e:35147)
- Imanaliev, Talaibek M. A mixed problem for a system of first-order linear integro-differential equations. (Russian) Studies in integro-differential equations, 22, Frunze: Ilim, 1989, 117-121. [MR1091736, 45K05]
- Imanaliev, Talaibek M. Solutions of third-order integro-differential equations with integral coefficient. (Russian) Studies in integro-differential equations, 22, Frunze: Ilim, 1989, 121-123. [MR1091737, 45J05]
- Popular Maths (MAT 101)
- Linear Algebra and Analytic Geometry (MAT 103);
- Mathematics for Business and Economics II (MAT 234)
- Actuarial Mathematics. Level I
- Actuarial Mathematics. Level II
- Functional Analysis
- Research Methods in Applied Mathematics
- Ordinary Differential Equations (eng)
- Equation of Mathematical Physics
- Senior Thesis Project Preparation II
- Mathematical Analysis I for Economics
- Probability and Stochastic Processes
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