ON THE CONNECTIONS BETWEEN LAPLACE AND ELZAKI TRANSFORMS

By Tarig M. Elzaki, Salih M. Elzaki. 2011

133 citations recorded by the source corpus.

View Paper: https://www.semanticscholar.org/paper/90f5f63788a7adadd5367002e038a1f32bec01e3

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Citations in the corpus

• Exact solutions to the family of Fisher's reaction‐diffusion equation using Elzaki homotopy transformation perturbation method (2020, unknown): “By comparing the powers of “p” in Equation (86) we have p0 ∶ u0(x, t) = 1 (1 + ex)2 , p1 ∶ u1(x, t) = E[vE[H0(u)]], p2 ∶ u2(x, t) = E[vE[H1(u)]], p3 ∶ u3(x, t) = E[vE[H2(u)]], ⋮ pn ∶ un(x, t) = E[vE[Hn−1(u)]].”
• SOLVING NONLINEAR ORDINARY DIFFERENTIAL EQUATIONS USING THE NDM (2015, methodology): “Other methods used recently to solve PDEs and ODEs, such as, the Sumudu transform [6], the Reduced Differential Transform Method (RDTM) [25–28] and the Elzaki transform [14–19].”