本文研究一类带阻尼项的非线性分数阶微分方程的振动性问题.利用RiemannLiouville微积分、Riccati变换及不等式的方法,获得带阻尼项的非线性微分方程振动性的充分条件,推广了关于分数阶微分方程振动已有的结果.
This work is concerned with the oscillation of a nonlinear fractional differential equations with damping term.Using Riemann-Liouville fractional calculus,Riccati method and inequalities,new sufficient conditions for oscillation of a fractional differential equation with damping term are obtained.Two examples are given to illustrated the efficiency of the main results.