Publications
Talk · Lecture notes in computer science · January 1, 2023
Symbolic-Numeric Computation in Modeling the Dynamics of the Many-Body System TRAPPIST
Alexander V. Chichurin, Alexander N. Prokopenya, M. Zh. Minglibayev, Aiken Kosherbayeva
Stellar, planetary, and galactic studiesSpacecraft Dynamics and ControlAstro and Planetary Scienceexoplanetary systemsmany-body dynamicsvariable mass bodies
More by Mukhtar Minglibayev
- DIFFERENTIAL MOTION EQUATIONS OF THE VARIABLE-MASS THREE-BODY PROBLEM WITH REACTIVE FORCES IN A BARYCENTRIC COORDINATE SYSTEMJournal of Mathematics Mechanics and Computer Science · 2026
- Secular Perturbations of Translational–Rotational Motion of an Axisymmetric Body in the Restricted Three-Body Problem with Variable MassesAxioms · 2026
- The equation of motion for the variable mass TRAPPIST-1 exoplanet system in the Jacobi coordinate systemBulletin of the National Engineering Academy of the Republic of Kazakhstan · 2026
- EXACT SOLUTIONS OF EQUATIONS OF THE TWO-PRIMARY-BODY PROBLEM IN THE RESTRICTED THREE-BODY PROBLEM WITH VARIABLE MASSESJournal of Mathematics Mechanics and Computer Science · 2025
