In this work, we study approximations of solutions of fractional differential equations of order 1/2. We present a new method of approximation and obtain the order of convergence. The presentation is given within the abstract framework of a semidiscrete approximation scheme, which includes finite-element methods, finite-difference schemes, and projection methods.

Kokurin, M., Piskarev, S., Spreafico, M. (2018). Finite-Difference Methods for Fractional Differential Equations of Order 1/2. JOURNAL OF MATHEMATICAL SCIENCES, 230(6), 950-960 [10.1007/s10958-018-3800-6].

Finite-Difference Methods for Fractional Differential Equations of Order 1/2

Spreafico M.
2018

Abstract

In this work, we study approximations of solutions of fractional differential equations of order 1/2. We present a new method of approximation and obtain the order of convergence. The presentation is given within the abstract framework of a semidiscrete approximation scheme, which includes finite-element methods, finite-difference schemes, and projection methods.
Articolo in rivista - Articolo scientifico
fractional differential equations;
English
2018
230
6
950
960
none
Kokurin, M., Piskarev, S., Spreafico, M. (2018). Finite-Difference Methods for Fractional Differential Equations of Order 1/2. JOURNAL OF MATHEMATICAL SCIENCES, 230(6), 950-960 [10.1007/s10958-018-3800-6].
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/10281/301164
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