Explicit conditions for stability of neutral linear fractional system with distributed delays

Abstract

The aim of the present work is to establish explicit conditions for global asymptotic stability of neutral linear fractional differential system with distributed delays. The derivatives in the system can be of Riemann-Liouville or Caputo type. We consider basically the incommensurate case but some results are given for the commensurate case too. The proposed conditions are based on the logarithmic norm technique and part of the results are new even in the particular case of system with constant delays.This article, which was originally published online on 17 December 2016, contained errors in Definition 1, in equations (2) and (4), and in the value of a parameter described on page 2. At the request of the authors this corrigendum was issued on 14 June 2017 to correct these errors.