On movable singular points of solutions to the ordinary differential equations
Abstract:
We consider an ordinary differential equation of a very general form. It has the Painleve property, if its solutions have not movable critical points. Here we compare two methods of the analysis of an equation on the Painleve property: one based on algorithms of Power Geometry and another based
on the small parameter approach.
Publication language:russian, pages:13
Research direction:
Mathematical problems and theory of numerical methods
