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LAGUERRE WAVELET METHOD FOR FRACTIONAL PREDATOR–PREY POPULATION MODEL

    https://doi.org/10.1142/S0218348X22402150Cited by:5 (Source: Crossref)
    This article is part of the issue:

    The adaptation of fractional calculus (FC) in biological mathematical model takes the research in the area of the public health to a new level. The fractional definitions and related mathematical tools have had a significant impact on biological models analysis. The main goal of this paper is to examine the dynamical behavior of a predator–prey model under Caputo derivative. We analyze some special results such as convergence analysis, stability and operational matrix for the proposed Caputo model. For solution of the model, we present a new numerical technique-based Laguerre wavelet. In addition, we graphically compare the numerical results obtained using Laguerre wavelets and Lagrange polynomial interpolation.

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