Oscillation theorems for three classes of conformable fractional differential equations
Abstract
In this paper, we consider the oscillation theory for fractional differential equations. We obtain oscillation criteria for three classes of fractional differential equations of the forms $$\begin{aligned}& T_{\alpha}^{t_{0}} x(t)+\sum_{i=1}^{m}p_{i}(t)x \bigl(\tau_{i}(t)\bigr)=0,\quad t\geqslant t_{0}, \\& T_{\alpha}^{t_{0}} \bigl(r(t) \bigl(T_{\alpha}^{t_{0}}...
Paper Details
Title
Oscillation theorems for three classes of conformable fractional differential equations
Published Date
Aug 2, 2019
Volume
2019
Issue
1
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