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On solutions of the kinetic McKean system
Authors: Sergey Dukhnovsky
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Abstract
In this article, we apply the Painlev\'e expansion for the kinetic McKean system. This system does not pass the Painlev\'e test. It leads to the singularity manifold constraint. The singularity manifold conditions are satisfied by the n-dimensional Bateman equation. This allows to get some new solutions.Moscow State University Of Civil Engineering (National
Research University), 26, Yaroslavskoe shosse, Moscow,
129337, Russian Federation
E-mail:
Research University), 26, Yaroslavskoe shosse, Moscow,
129337, Russian Federation
E-mail:
Fulltext
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Contents
- On solutions of the kinetic McKean system
- Coincidence and common fixed points theorem with an application in dynamic programming
- Free left k-nilpotent n-tuple semigroups
- Almost Periodic and Almost Automorphic Solutions of Monotone Differential Equations with a Strict Monotone First Integral*
- On semigroups of endomorphisms of universal algebras
- An analogue of Bremermann’s theorem on finding the Bergman kernel for the Cartesian product of the classical domains ℜI (m, k) and ℜII (n)
- Numerical simulation of nonlinear processes in semiconductor devices with the application of the Newtons method for linearization
