Journal of applied mathematics & informatics

The Korean Society for Computational and Applied Mathematics (한국전산응용수학회)
권호 표지

THE CONVERGENCE OF FULLY DISCRETE GALERKIN APPROXIMATIONS OF THE ROSENAU EQUATION

  • Lee, H.Y. (Department of Mathematics Kyungsung University) ;
  • Ohm, M.R. (Department of Applied Mathematics Dongseo University) ;
  • Shin, J.Y. (Department of Applied Mathematics Pukyong National University)
  • Published : 1999.03.01

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Abstract

In this paper we shall analyze the fully discrete Galerkin type approximations to solutions of the Rosenau equation. We provide the numerical results of several cases.

Keywords

References

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  2. Finite Element Method for Elliptic Problem P.Ciarlet
  3. Computers & Mathematics with Applications v.32 The convergence of the fully discrete solution for the Roseneau equation H.Y.Lee;M.J.Ahn
  4. Model equations in fluid dynamics, Ph.D.Dissertation,Tulane University M.A.Park
  5. Prog. Theoretical Phys. v.79 Dynamics of dense discrete systems P.Roseneau