On one interpolation type fractional boundary–value problem

Marynets, K.

doi:10.3390/axioms9010013

On one interpolation type fractional boundary–value problem

Title

On one interpolation type fractional boundary–value problem

Author

Marynets, K. (TU Delft Mathematical Physics)

Date

2020

Abstract

We present some new results on the approximation of solutions of a special type of fractional boundary-value problem. The focus of our research is a system of three fractional differential equations of the mixed order, subjected to the so-called "interpolation" type boundary restrictions. Under certain conditions, the aforementioned problem is simplified via a proper parametrization technique, and with the help of the numerical-analytic method, the approximate solutions are constructed.

Subject

Approximation of solution
Fractional differential system
Interpolation type boundary condition
Parametrization technique

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http://resolver.tudelft.nl/uuid:3782fde6-7e69-4e63-9678-11c675394dfb

DOI

https://doi.org/10.3390/axioms9010013

ISSN

2075-1680

Source

Axioms: SI Fractional Calculus, Wavelets and Fractals, 9 (1), 1-21

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