#Laplace transform series#
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Qamar, “Application of He’s Homotopy Perturbation Method to Sumudu Transform,” International Journal of Nonlinear Sciences and Numerical Simulation, Vol. Belgacem, “Transient Solutions of Maxwell’s Equations Based on Sumudu Transform,” Journal of Progress in Electromagnetics Research (PIER), Vol. Belgacem, “Sumudu Transform Applications to Bessel’s Functions and Equations,” Applied Mathematical Sciences, Vol. Belgacem, “Sumudu Applications to Maxwell’s Equations,” PIERS Online, Vol. 6, Cambridge Scientific Publishers, Cambridge, 2007, pp 51-60.į. Belgacem, “Applications of Sumudu Transform to Indefinite Periodic Parabolic Equations,” In: Proceedings of the 6th International Conference on Mathematical Problems & Aerospace Sciences (ICNPAA 06), Chap. Belgacem, “Introducing and Analysing Deeper Sumudu Properties,” Nonlinear Studies Journal (NSJ), Vol. Karaballi, “Sumudu Transform Fundamental Properties Investigations and Applications,” Journal of Applied Mathematics and Stochastic Analysis (JAMSA), 2005, Article ID: 91083.į. Kalla, “Analytical Investigations of the Sumudu Transform and Applications to Integral Production Equations,” Mathematical Problems in Engineering (MPE), Vol. Widder, “The Laplace Transform,” Oxford University Press, London, 1946.į. Thomson, “Laplace Transformation Theory and Engineering Applications,” Prentice-Hall Engg Design Series, Printice-Hall Inc., New York, 1950.ĭ. Spiegel, “Theory and Problems of Laplace Transforms,” Schaums Outline Series, McGraw-Hill, New York, 1965. Schiff, “Laplace Transform Theory and Applications,” Springer, Auckland, 2005.
Rahman, “Integral Equations and Their Applications,” WIT Press, Boston, 2007. 1, McGrawHill, New York, Toronto, London, 1954. Tricomi, “Tables of Integral transform,” Vol. Dyke, “An Introduction to Laplace Transform and Fourier Series,” Springer-Verlag, London, 2004.Ī. To perform this calculation we need only recall that is the unique solution to the. Bhatta, “Integral Transforms and Their Applications,” 2nd Edition, C. We can use properties () to compute the Laplace transform of the function.
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