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首页> 外文期刊>Proceedings of the National Academy of Sciences, India, Section A. Physical Sciences >Homotopy Perturbation Method of Delay Differential Equation Using He's Polynomial with Laplace Transform
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Homotopy Perturbation Method of Delay Differential Equation Using He's Polynomial with Laplace Transform

机译:同伦扰动的时滞微分方法使用他的多项式与拉普拉斯方程变换

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abstract_textpIn this article, we report a combined concept of linearties and nonlinearties of homotopy perturbation method using Laplace transform with He's polynomials for solving complex delay differential equations which have a versatile application in signal processing, digital image processing, physics and applied sciences. Some examples are given to illustrate the ability and reliability of the proposed method, and the results are compared with VIM and exact solution after taking sum of first four iterations of approximate solution. Convergence analysis is discussed after implementing Banach fixed point theorem./p/abstract_text
机译:& abstract_text & p在本文中,我们报告结合linearties和的概念同伦摄动方法的非线性用拉普拉斯变换他的多项式解决复杂的时滞微分方程哪有一个通用的应用信号处理、数字图像处理、物理和应用科学。说明的能力和可靠性方法和结果进行了比较VIM和精确解后的总和前四个近似解的迭代。收敛性分析讨论后实现巴拿赫不动点定理。;/ p & / abstract_text

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