Elzaki and Sumudu Transforms for Solving some Differential Equations

By Tarig M. Elzaki, Salih M. Elzaki, E. Hilal. 2012

76 citations recorded by the source corpus.

View Paper: https://www.semanticscholar.org/paper/bad792e01534ae8f68b69563a52889cb248a613f

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Citations in the corpus

• The Intrinsic Structure and Properties of Laplace-Typed Integral Transforms (2017, background): “[3, 7, 8] insists that Elzaki transform (α = 1) should be easily applied to the initial value problems with less computational work and solve the various examples which are not solved by the Laplace or the Sumudu transform.”
• Exact solutions to the family of Fisher's reaction‐diffusion equation using Elzaki homotopy transformation perturbation method (2020, unknown): “The first few He’s polynomials from the above computed are H0(u) = u0xx − u(2)0, H1(u) = u1xx − 2u0u1, H2(u) = u2xx − u(2)1 − 2u0u2, H3(u) = u3xx − 2u1u2 − 2u0u3, ⋮ (72)”