arXiv · 2405.08736
Polytropic Dynamical Systems with Time Singularity
Abstract
In this paper we consider a class of second order singular homogeneous differential equations called the Lane-Emden-type with time singularity in the drift coefficient. Lane-Emden equations are singular initial value problems that model phenomena in astrophysics such as stellar structure and are governed by polytropics with applications in isothermal gas spheres. A hybrid method is proposed to approximate the solution of this type of dynamic equations.
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Oday Hazaimah. 2024-05-14. Polytropic Dynamical Systems with Time Singularity. https://doi.org/10.34198/ejms.14324
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