Interval Oscillation Criteria For Conformable Fractional Differential Equations With Impulses

This article is devoted to the study of interval oscillation criteria, for impulsive conformable fractional differential equations. Some new sufficient conditions are established, using the Riccati technique. The conditions obtained, extend some well known results, in the literature, on differential equations without impulses and generalize those on the classical integer order impulsive differential equations. Moreover, our results depart from the majority of results on this subject, since they are based on information on a sequence of subintervals of [0, infinity), rather than on the whole linear interval. An example is given to illustrate our main results.