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  2. Volume 7, Issue 7
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Online ISSN: 2515-8260

Volume7, Issue7

Haar Scale 3 Wavelet Based Investigation Of Fractional Differential Equations

    Ratesh Kumar

European Journal of Molecular & Clinical Medicine, 2020, Volume 7, Issue 7, Pages 3626-3639

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Abstract

The aim of the proposed study is to develop a new hybrid method using Haar scale 3 wavelets for the investigation of fractional Models governed by the Fractional differential equations. Haar scale 3 wavelets are used to estimate the solution by series approximation. To handle the fractional derivatives and integrals in the problems, Caputo sense definition of derivatives and Riemann-Liouville definitions of integrals are used. Numerical solution has been produced for five different fractional differential equations to establish the competency of the proposed method.
Keywords:
    Haar scale 3 wavelets Fractional Differential Equations Caputo derivatives Quasi-linearization (65L10)
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(2020). Haar Scale 3 Wavelet Based Investigation Of Fractional Differential Equations. European Journal of Molecular & Clinical Medicine, 7(7), 3626-3639.
Ratesh Kumar. "Haar Scale 3 Wavelet Based Investigation Of Fractional Differential Equations". European Journal of Molecular & Clinical Medicine, 7, 7, 2020, 3626-3639.
(2020). 'Haar Scale 3 Wavelet Based Investigation Of Fractional Differential Equations', European Journal of Molecular & Clinical Medicine, 7(7), pp. 3626-3639.
Haar Scale 3 Wavelet Based Investigation Of Fractional Differential Equations. European Journal of Molecular & Clinical Medicine, 2020; 7(7): 3626-3639.
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