Weak asymptotic methods for 3-D self-gravitating pressureless fluids. Application to the creation and evolution of solar systems from the fully nonlinear Euler-Poisson equations

M. colombeau

Weak asymptotic methods for 3-D self-gravitating pressureless fluids. Application to the creation and evolution of solar systems from the fully nonlinear Euler-Poisson equations

Analysis of PDEs 2014-01-03 v1

Authors: M. colombeau

Abstract

We construct a family of classical continuous functions which tend to satisfy asymptotically the system of self-gravitating pressureless fluids.

Keywords

weak asymptotic methods self-gravitating pressureless fluids Euler-Poisson equations solar system formation classical continuous functions

Cite

@article{arxiv.1401.0309,
  title  = {Weak asymptotic methods for 3-D self-gravitating pressureless fluids. Application to the creation and evolution of solar systems from the fully nonlinear Euler-Poisson equations},
  author = {M. colombeau},
  journal= {arXiv preprint arXiv:1401.0309},
  year   = {2014}
}