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首页> 外文期刊>Journal of Modern Mathematics and Statistics >Formulations of Continuous Multistep Method for Direct Solution of Third and Fourth Order ODEs Using Chebyshev Polynomials as Basis Function
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Formulations of Continuous Multistep Method for Direct Solution of Third and Fourth Order ODEs Using Chebyshev Polynomials as Basis Function

机译:Chebyshev多项式作为基函数的三阶和四阶ODE直接解的连续多步法公式

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The numerical solution of first order ordinary differential equations have been extensively discussed and well studied as reported in the literatures. Also the development of multistep schemes for solving second order ODEs there been presented by some members. In this presentation an attempt shall be made to develop a numerical scheme (multistep scheme) that can be used to solve third order and forth order ODEs directly without necessarily resolving this type of equations into system of first order ODEs.
机译:一阶常微分方程的数值解已被广泛地讨论和充分研究,如文献报道。一些成员还提出了用于解决二阶ODE的多步方案的开发。在本演示中,应尝试开发一种数值方案(多步方案),该方案可用于直接求解三阶和四阶ODE,而不必将此类型的方程式解析为一阶ODE的系统。

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