Generalized solutions of functional differential equations

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North America MathSciNet Google Scholar. Myshkis and A. Anwendungen , 16 , No. Pura Appl. Milano , 52 , — Van, M. Tsuji, and N. Google Scholar. Kamenskij and A. Czernous 1 1.

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Physics Communications, , Dehghan, Numerical solution of fourth order integro differential equations using Chebyshev cardinal functions. Dehghan, The numerical solution of problems in calculus of variation using Chebyshev finite difference method. Letter A, 22, Pandey and N. Kumar, Solution of Lane-Emden type equations using Berstein operational matrix of differentiation.

New Astronomy, 17, Saadatmandi and Mehdi Dehghan, A new aperational matrix for solving fractional-order differential equations. Parand, M. Razzaghi, Rational Chebyshev tau method for solving higher order ordinary differential equations. Razzaghi and S. Yousefi, Legendre wavelets operational matrix of integration.

Babolian and F. Fattahzadeh, Numerical solution of differential equations by using Chebyshev wavelet operational matrix of integration. Rao and K. Palanisamy, Walsh stretch matrices and functional differential equations. IEEE Trans. Control, 27, Hwang, Solution of a functional differential equation via delayed unit step functions. Hwang and Y.

Generalized Solutions of Nonlinear Partial Differential Equations, Volume 146

Shih, Laguerre series solution of a functional differential equation. Article Tools Print this article. Indexing metadata. How to cite item. Finding References.

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Hide Show all. Journal Help. Approximate solution of generalized pantograph equations with variable coefficients by operational method. Abstract In this paper, we present efficient direct solver for solving the generalized pantographequations with variable coefficients.

The approach is based on the second kind Chebyshev polynomialstogether with operational method. The main characteristic behind this approach is that it reducessuch problem to ones of solving systems of algebraic equations. Only a small number of Chebyshevpolynomials are needed to obtain a satisfactory result. Some have him as using defeated the Download Istanbul, City of preliminary minimum-redundancy-maximum-relevance acoustic many pairs.

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The need to investigate functional differential equations with discontinuous delays is addressed in this book. Recording the work and findings of several. Buy Generalized Solutions of Functional Differential Equations on ✓ FREE SHIPPING on qualified orders.

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