On Integrability of Evolutionary Equations in the Restricted Three-Body Problem with Variable Masses. - Alexander N. Prokopenya; Mukhtar Zh. Minglibayev; Baglan A. Beketauov (CASC, 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)

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)

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)

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)

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 (CASC, 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)

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)

Symbolic-Numeric Computation in Modeling the Dynamics of the Many-Body System TRAPPIST. - Alexander Chichurin; Alexander N. Prokopenya; Mukhtar Zh. Minglibayev; Aiken Kosherbayeva (ICCS (3), 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., 2023)

Modeling the Dynamics of a Multi-planetary System with Anisotropic Mass Variation. - Alexander N. Prokopenya; Mukhtar Zh. Minglibayev; Aiken Kosherbayeva (ICCS (5), 2024)

Symbolic Calculations in the Study of Secular Perturbations in the Many-Body Problem with Variable Masses. - Alexander N. Prokopenya; Mukhtar Zh. Minglibayev; M. R. Saparova (Program. Comput. Softw., 2025)