Mukhtar Zh. Minglibayev

According to our database, Mukhtar Zh. Minglibayev authored at least 11 papers between 2014 and 2024.

Collaborative distances:

• Dijkstra number of six.
• Erdős number of five.

2024

Modeling the Dynamics of a Multi-planetary System with Anisotropic Mass Variation.

Alexander N. Prokopenya, Mukhtar Zh. Minglibayev, Aiken Kosherbayeva

Proceedings of the Computational Science - ICCS 2024, 2024

2023

Modelling the Evolution of the two-Planetary three-Body System of variable Masses.

Zhanar U. Imanova, Alexander N. Prokopenya, Mukhtar Zh. Minglibayev

Math. Model. Anal., October, 2023

Symbolic-Numeric Computation in Modeling the Dynamics of the Many-Body System TRAPPIST.

Alexander Chichurin, Alexander N. Prokopenya, Mukhtar Zh. Minglibayev, Aiken Kosherbayeva

Proceedings of the Computational Science - ICCS 2023, 2023

2022

Derivation of Evolutionary Equations in the Many-Body Problem with Isotropically Varying Masses Using Computer Algebra.

Alexander N. Prokopenya, Mukhtar Zh. Minglibayev, Aiken Kosherbayeva

Program. Comput. Softw., 2022

2020

Computing Perturbations in the Two-Planetary Three-Body Problem with Masses Varying Non-isotropically at Different Rates.

Mukhtar Zh. Minglibayev, Alexander N. Prokopenya, Saule Shomshekova

Math. Comput. Sci., 2020

Analytical Computations in Studying Translational-Rotational Motion of a Non-stationary Triaxial Body in the Central Gravitational Field.

Alexander N. Prokopenya, Mukhtar Zh. Minglibayev, Oralkhan Baisbayeva

Proceedings of the Computer Algebra in Scientific Computing - 22nd International Workshop, 2020

2019

Applications of Computer Algebra in the Study of the Two-Planet Problem of Three Bodies with Variable Masses.

Alexander N. Prokopenya, Mukhtar Zh. Minglibayev, S. A. Shomshekova

Program. Comput. Softw., 2019

2017

Investigation of the restricted problem of three bodies of variable masses using computer algebra.

Alexander N. Prokopenya, Mukhtar Zh. Minglibayev, G. M. Mayemerova, Zhanar U. Imanova

Program. Comput. Softw., 2017

Three-Body Problem with Variable Masses that Change Anisotropically at Different Rates.

Mukhtar Zh. Minglibayev, Alexander N. Prokopenya, G. M. Mayemerova, Zhanar U. Imanova

Math. Comput. Sci., 2017

2014

Symbolic calculations in studying the problem of three bodies with variable masses.

Alexander N. Prokopenya, Mukhtar Zh. Minglibayev, G. M. Mayemerova

Program. Comput. Softw., 2014

On Integrability of Evolutionary Equations in the Restricted Three-Body Problem with Variable Masses.

Alexander N. Prokopenya, Mukhtar Zh. Minglibayev, Baglan A. Beketauov

Proceedings of the Computer Algebra in Scientific Computing - 16th International Workshop, 2014