Oscillation results for a nonlinear fractional differential equation
Journal
AIMS Mathematics
ISSN
2473-6988
Date Issued
2023
Author(s)
Type
Resource Types::text::journal::journal article
URL Institutional Repository
Abstract
<jats:p xml:lang="fr"><abstract><p>In this paper, the authors work with a general formulation of the fractional derivative of Caputo type. They study oscillatory solutions of differential equations involving these general fractional derivatives. In particular, they extend the Kamenev-type oscillation criterion given by Baleanu et al. in 2015. In addition, we prove results on the existence and uniqueness of solutions for many of the equations considered. Also, they complete their study with some examples.</p></abstract></jats:p>
Subjects
fractional derivatives and integrals
;
fractional differential equations
;
oscillatory differential equations