Min Wang, Desheng Li, Peng Cui
Abstract
In this paper, a finite difference scheme of the generalized Rose- nau equation is proposed. Existence and uniqueness of numerical solution are proved. The convergent in the order of is showed. Numerical simulations show the method is efficient.
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In this paper, a finite difference scheme of the generalized Rose- nau equation is proposed. Existence and uniqueness of numerical solution are proved. The convergent in the order of is showed. Numerical simulations show the method is efficient.
Key concepts: Uniqueness, Mathematics, Central differencing scheme, Finite difference coefficient, Finite difference scheme, Scheme (mathematics), Finite difference, Order (exchange)