Solutions of the Coupled Klein-Gordon Equation by Modified Exp-Function Method

Pankaj, Ram Dayal; Kumar, Arun

doi:10.15373/2249555x/mar2013/90

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Homotopy Analysis Elzaki Transform (Haet) Methods1

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2022

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“…where v is Elzaki's parameter in real and complex.Its Non-linear equation. Now we interpolate the HAM [19], [21]- [24] in eq. ( 2.…”

Section: Homotopy Analysis Elzaki Transform (Haet) Methodsmentioning

confidence: 99%

New Analytical Method and Application for Solve the Nonlinear Wave Equation

Pankaj

2022

Punjab Univ. j. math.

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:The proposed analytical approach is a sophisticated grouping of Elzaki Transform and Homotopy Analysis Method (HAM), called Homotopy Analysis Elzaki Transform (HAET) method, for solving Non-linear Wave System which is combination of two wave equations (Telegraph and Klein Gordon (K-G) Type Equations). This study will be exemplifying to well-becoming character of HAET method. The obtained solution is graphically sketched.

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“…where v is Elzaki's parameter in real and complex.Its Non-linear equation. Now we interpolate the HAM [19], [21]- [24] in eq. ( 2.…”

Section: Homotopy Analysis Elzaki Transform (Haet) Methodsmentioning

confidence: 99%