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Some Notes on the Solutions of non Homogeneous Differential Equations

机译:关于非齐次微分方程解的一些注记

摘要

We solve some forms of non homogeneous differential equations in one and twodimensions. By expanding the solution into whell-posed closed form-Eisensteinseries the solution itself is quite simple and elementary. Also we considerFourier series solutions of linear differential operator equations. In thethird section we study operators which are functions of the Leibnitzderivative. The last result is the complete solution of a non homogenus2-degree ODE with linear coeficients. The non homogenous part is an arbirtaryfunction of $L_2(\bf R\rm)$
机译:我们在一维和二维中求解某些形式的非齐次微分方程。通过将解扩展为旋转摆式封闭的爱森斯坦级数,该解本身就非常简单和基本。我们也考虑线性微分算子方程的傅立叶级数解。在第三部分中,我们研究了作为莱布尼茨导数的函数的算子。最后的结果是具有线性系数的非均质2度ODE的完整解。非同质部分是$ L_2(\ bf R \ rm)$的任意函数

著录项

  • 作者

    Bagis, Nikos;

  • 作者单位
  • 年度 2010
  • 总页数
  • 原文格式 PDF
  • 正文语种 {"code":"en","name":"English","id":9}
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