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.
【基金】
Supported by the National Natural Science Foundation of China(11201436,11471331)
【更新日期】
2016-05-06
【分类号】
O175
【正文快照】
1.IntroductionThe theory of fractional derivatives goes back to Leibniz’s letter to L’Hospital[1],in whichthe meaning of the derivative of order 1/2 is discussed.Leibniz’s note led to the appearanceof the theory of derivatives and integrals of arbitrar
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