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Researchers
MM

Mukhtar Minglibayev

@mukhtar
OpenAlex
publications
56
citations
144
h-index
8
Publications per year
2
0
2
4
1
0
3
1
6
12
6
5
4
4
3
3
20112026

Publications56

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

    Article · Programming and Computer Software

    202014

  2. Evolution of the orbital-plane orientations in the two-protoplanet three-body problem with variable masses

    Article · Astronomy Reports

    142014

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

    Article · Programming and Computer Software

    122017

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

    Article · Mathematics in Computer Science

    122017

  5. Secular perturbations of quasi-elliptic orbits in the restricted three-body problem with variable masses

    Article · International Journal of Non-Linear Mechanics

    122014

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

    Article · Programming and Computer Software

    112019

  7. A New Model Emerged from the Three-body Problem within Frame of Variable Mass

    Article · Astronomy Reports

    102021

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

    Article · Mathematics in Computer Science

    102019

  9. Study of Secular Perturbations in the Restricted Three-Body Problem of Variable Masses Using Computer Algebra

    Article · Computational Mathematics and Mathematical Physics

    62023

  10. EQUATIONS OF MOTION OF THE RESTRICTED THREE-BODY PROBLEM WITH NON-ISOTROPICALLY VARIABLE MASSES WITH REACTIVE FORCES

    Article · NEWS OF THE NATIONAL ACADEMY OF SCIENCES OF THE REPUBLIC OF KAZAKHSTAN

    52019

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

    Article · Programming and Computer Software

    42022

  12. Secular evolution of circumbinary 2-planet systems with isotropically varying masses

    Article · Monthly Notices of the Royal Astronomical Society · PDF

    32024

  13. MODELLING THE EVOLUTION OF THE TWO-PLANETARY THREE-BODY SYSTEM OF VARIABLE MASSES

    Article · Mathematical Modelling and Analysis · PDF

    32023

  14. NEW FORMS OF THE PERTURBED MOTION EQUATION

    Article · REPORTS · Open access

    32020

  15. Investigation of the evolution equations of the three-body problem with variable masses

    Article · Applied Mathematical Sciences · Open access

    32013

  16. EQUATIONS OF PLANETARY SYSTEMS MOTION

    Article · NEWS OF THE NATIONAL ACADEMY OF SCIENCES OF THE REPUBLIC OF KAZAKHSTAN

    22020

  17. A Study of Secular Perturbations of Translational-Rotational Motion in a Nonstationary Two-Body Problem Using Computer Algebra

    Article · Computational Mathematics and Mathematical Physics

    22020

  18. ПРИМЕНЕНИЕ КОМПЬЮТЕРНОЙ АЛГЕБРЫ В ИССЛЕДОВАНИЯХ ДВУХПЛАНЕТНОЙ ЗАДАЧИ ТРЕХ ТЕЛ С ПЕРЕМЕННЫМИ МАССАМИ

    Article · Программирование

    22019

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

    Talk · Lecture notes in computer science

    22014

  20. The problem of translational-rotational motion of a non-stationary axisymmetric small body in the gravitational field of two spherical bodies with variable mass

    Article · International Journal of Mathematics and Physics · PDF

    12024

  21. Perturbation Methods in Solving the Problem of Two Bodies of Variable Masses with Application of Computer Algebra

    Article · Applied Sciences · PDF

    12024

  22. ЕКІ БЕЙСТАЦИОНАР ДЕНЕНІҢ ІЛГЕРІЛМЕЛІ-АЙНАЛМАЛЫ ҚОЗҒАЛЫСЫ

    Article · NEWS OF THE NATIONAL ACADEMY OF SCIENCES OF THE REPUBLIC OF KAZAKHSTAN · PDF

    12020

  23. DIFFERENTIAL EQUATIONS OF PLANETARY SYSTEMS

    Article · REPORTS · PDF

    12020

  24. New exact particular analytical solutions of the triangular restricted three-body problem

    Article · BULLETIN OF THE KARAGANDA UNIVERSITY-MATHEMATICS · PDF

    12020