微分差分方程(t)=f(x(t—1))的周期解
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摘要: 讨论了当f(x)仅在有限区间给出定义时,微分差分方程(t)=f(x(t-1))周期解的存在性和简单周期解的个数.由于采用了定性分析和构造法相结合的新方法,所得结果改进和拓展了前人的工作.Abstract: When f(x) is defined ohly on a finite interval, the existence and the number of periodic solutions of the equation (t) =f (x (t-1)) are discussed. By a new approach Which combines the qualitative and consturctive method, previous results are improved and extended.
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