摘要：In this paper, the oscillatory of the Kamenev-type linear conformable fractional differential equations in the form of p t y α + 1 t α + y α + 1 t + q t y t = 0 is studied, where t ≥ t 0 and 0 α ≤ 1 . By employing a generalized Riccati transformation technique and integral average method, we obtain some oscillation criteria for the equation. We also give some examples to illustrate the significance of our results.
