Научные публикации - Научно-исследовательская работа и публикации

Научные статьи

1. Kerimbekov A., Abdyldaeva E., Asanova Zh. and Uraliev A. On the Solvability of Nonlinear Integral Equations \\ AIP Conference Proceedings 2325, 020024 (2021).
2. Kerimbekov A., Abdyldaeva E., Duishenalieva U., Seidakmat kyzy E. On solvability of optimization problem for elastic oscillations with multipoint sources of control // International Conference «Functional analysis in interdisciplinary applications» (FA...
3. Kerimbekov A., Baetov A. and Krasnichenko L. On the solvability of a semilinear hyperbolic equation with a parameter \\ Journal of Physics: Conference Series 1847 (2021) 012018 IOP Publishing doi:10.1088/1742-6596/1847/1/012018.
4. Kerimbekov A., Doulbekova S. On solvability of the nonlinear optimization problem with the limitations on the control \\ AIP Conference Proceedinds 2325, 020043 (2021)
5. Kerimbekov A., Doulbekova S. On the solvability of a nonlinear optimization problem with a given control constraint // Proceedings of the 7th International Conference on Control and Optimization with Industrial Applications (COIA 2020), Azerbaijan, 202...
6. Kerimbekov A., Ermekbaeva A. and Mombekova G. Numerical Analysis of the Influence of the Initial Parameters on the Convergence Rate of the Approximate Solution of the Boundary Value Problem // Abstract Book of the 3rd International Conference оf Mathem...
7. ​Kerimbekov A., Ermekbaeva A. Approximate solution of nonlinear optimization problem with a moving point control of the thermal process. // Mathematical Analysis, Differential Equation & Applications - MADEA 8 (Bishkek - Cholpon-Ata, Kyrgyz Republic, J...
8. Kerimbekov A., Ermekbaeva A. On the solvability of the tracking problem in the optimization of the thermal process by moving point controls // Proceedings of the 7th International Conference on Control and Optimization with Industrial Applications (COI...
9. Kerimbekov A., Ermekbaeva A.T., Seidakmat kyzy E. On the solvability of the tracking problem in the optimization of the thermal process by moving point controls. // Bulletin of the Karaganda university. Mathematics series. 2021, №2 (102). -С. 67-73. /D...
10. Kerimbekov A., Seidakmat kyzy E. Approximate solution of the boundary control problem of thermal processes described by Volterra integro-differential equations. // Proceedings of V Congress of the Turkic World Mathematicians (Kyrgyzstan, Bulan-Sogottu,...