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On Higher Order Boundary Value Problems Via Power Series Approximation Method

机译:基于幂级数逼近法的高阶边值问题

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In this work, a relatively new technique called Power Series Approximation Method (PSAM) is applied for the numerical approximate solution of non-linear higher order boundary value problems. Several examples are given to illustrate the efficiency and implementation of the method. The proposed method is efficient and effective on the experimentation as compared with the exact solutions. Numerical results are included to demonstrate the reliability and efficiency of the methods. Graphical representation of the obtained results reconfirms the potential of the suggested method.
机译:在这项工作中,一种称为幂级数逼近法(PSAM)的相对较新的技术被用于非线性高阶边值问题的数值逼近解。给出了几个例子来说明该方法的效率和实现。与精确的解决方案相比,该方法在实验中是有效的。数值结果包括证明了该方法的可靠性和效率。获得的结果的图形表示再次证实了所建议方法的潜力。

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