Study on Positive Almost Periodic Oscillation of a Model of Facultative Mutualism with Impulsive Effects
This paper is concerned with a model of facultative mutualism with impulsive effects,which is hard to obtain the permanence.Using the fixed point theory base on monotone operator,the positive almost periodic solutions of the model is studied.Further,by constructing a suitable Lyapunov functional,the global attractivity of the model is also investigated.The results of this paper extend and improve some results in recent years.
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