Abstract
Abstract In this paper, the sinc-Galerkin method is used for numerically solving a class of nonlinear differential equations with boundary conditions. The importance of this study is that sinc approximation of the nonlinear term is stated as a new theorem. The method introduced here is tested on some nonlinear problems and is shown to be a very efficient and powerful tool for obtaining approximate solutions of nonlinear ordinary differential equations.
Keywords
Sinc function
Galerkin method
Nonlinear system
Mathematics
Boundary value problem
Mathematical analysis
Ordinary differential equation
Applied mathematics
Differential equation
Physics
Subject Areas
Fractional Differential Equations Solutions
·Modeling and Simulation ·Physical Sciences
Iterative Methods for Nonlinear Equations
·Numerical Analysis ·Physical Sciences
Model Reduction and Neural Networks
·Statistical and Nonlinear Physics ·Physical Sciences
Citations by Year
2017: 1
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