Solving lorenz system of equation by Laplace homotopy analysis method

Sai Sundara Krishnan G; Malathy R; Saratha S R

Proceedings of the First International Conference on Combinatorial and Optimization, ICCAP 2021, December 7-8 2021, Chennai, India

Research Article

Solving lorenz system of equation by Laplace homotopy analysis method

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@INPROCEEDINGS{10.4108/eai.7-12-2021.2314509,
    author={Sai Sundara Krishnan  G and Malathy  R and Saratha  S R},
    title={Solving lorenz system of equation by Laplace homotopy analysis method},
    proceedings={Proceedings of the First International Conference on Combinatorial and Optimization, ICCAP 2021, December 7-8 2021, Chennai, India},
    publisher={EAI},
    proceedings_a={ICCAP},
    year={2021},
    month={12},
    keywords={homotopy homotopy analysis method laplace transform fractional differential equations},
    doi={10.4108/eai.7-12-2021.2314509}
}

Sai Sundara Krishnan G
Malathy R
Saratha S R
Year: 2021
Solving lorenz system of equation by Laplace homotopy analysis method
ICCAP
EAI
DOI: 10.4108/eai.7-12-2021.2314509

Sai Sundara Krishnan G¹^,*, Malathy R², Saratha S R³

1: PSG College of Technology
2: SNS College of Engineering
3: Kumaraguru College of Technology

*Contact email: ssk.amcs@psgtech.ac.in

Abstract

The Laplace Homotopy Analysis Method Via Modified Riemann-Liouville Integral has been explored from a new perspective. The important items are assimilated, and the result is proven using well-defined evidence. A combination of the homotopy analysis approach and the suggested integral transform is used to find fractional differential equations

Keywords: homotopy homotopy analysis method laplace transform fractional differential equations

Published: 2021-12-22
Publisher: EAI

: http://dx.doi.org/10.4108/eai.7-12-2021.2314509

Solving lorenz system of equation by Laplace homotopy analysis method

Abstract

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