Mathematical Modelling of Astrophysical Objects and Processes
arXiv:2007.14264 · doi:10.30525/978-9934-588-86-0.01
Abstract
In this review, we present some advanced algorithms and programs used in our scientific school with short description of types of astrophysical systems, which we study. However, we discuss mainly mathematical methods, which may be applied to analysis of signal of any nature - in computer science, engineering, economics, social studies, decision making etc. The variety of types of signals need a diversity of adequate complementary specific methods, in an addition to common algorithms. As an example, one may refer to vibrations, stability of mechanisms. Many mathematical equations are common in Science, Technics and Humanities.
arXiv comment20 pages. A review devoted to the 90-th anniversry of the Odessa National Maritime University. Chapter of a monograph
References in corpus (9)
- MAVKA: Program Of Statistically Optimal Determination Of Phenomenological Parameters Of Extrema. Parabolic Spline Algorithm and Analysis of Variability of the Semi-Regular Star Z UMa
- Idling Magnetic White Dwarf in the Synchronizing Polar BY Cam. The Noah-2 Project
- Detection of white dwarf spin period variability in the intermediate polar V2306 Cygni
- Comparative Analysis of Phenomenological Approximations of the Light Curves of Eclipsing Binary Stars with Additional Parameters
- Odessa Scientific School of Researchers Of Variable Stars: From V.P.Tsesevich (1907-1983) to Our Days
- Atlas of the Light Curves and Phase Plane Portraits of Selected Long-Period Variables
- Determination of Size of the Emitting Region in Eclipsing Cataclysmic Variable Stars
- Instabilities in Interacting Binary Stars
- Third components with elliptical orbits in the eclipsing binaries: EQ Tau, IR Cas, IV Cas, RY Aqr & RZ Com