Highly Influential

4 Excerpts

- Published 2014

In this paper we build on the spectral theory for linear fractional differential equations and prove that the fractional Lyapunov spectrum of solutions starting from a unit sphere is the union of a compact interval in R<0 and at most d distinct fractional Lyapunov exponents. AMS Subject Classifications: 34A08, 34D08.

@inproceedings{Cong2014StructureOT,
title={Structure of the Fractional Lyapunov Spectrum for Linear Fractional Differential Equations},
author={N. D. Cong and Doan Thai Son and Stefan Siegmund and Sandra Pinelas and H. T. Tuan},
year={2014}
}