2023
DOI: 10.1007/s40314-023-02216-x
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A streamlined numerical method to treat fractional nonlinear terminal value problems with multiple delays appearing in biomathematics

Abstract: In this study, a computational matrix-collocation method based on the Lagrange interpolation polynomial is specifically streamlined to treat the fractional nonlinear terminal value problems with multiple delays, such as the Hutchinson, the Wazewska-Czyzewska and the Lasota models in biomathematics. To do this, the robust nonlinear terms of which are smoothed to be deployed in the method. The uniqueness analysis of the solution is discussed in terms of the Banach contraction principle. An error analysis techniq… Show more

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