具分布时滞和脉冲的Cohen-Grossberg SICNNs的概周期解
구분포시체화맥충적Cohen-Grossberg SICNNs적개주기해
Almost Periodic Solutions for Cohen-Grossberg Shunting Inhibitory Cellular Neural Networks with Distributed Delays and Impulses
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    科技通报 과기통보
    BULLETIN OF SCIENCE AND TECHNOLOGY
    2014年 5期 1-17 ,共17页

    农秀丽%杨莉

    농수려%양리

    SICNNs%概周期解%脉冲%分布时滞 SICNNs%概週期解%脈遲%分佈時滯
    SICNNs%개주기해%맥충%분포시체
    shunting inhibitory cellular neural networks%almost periodic solution%Im-pulses%distributed delays
    研究一类具分布时滞和脉冲的Cohen-Grossberg SICNNs模型。利用不动点定理，得到一些保证所考虑模型存在概周期解的充分条件，并举例说明了所得结果的可行性。
    연구일류구분포시체화맥충적Cohen-Grossberg SICNNs모형。이용불동점정리，득도일사보증소고필모형존재개주기해적충분조건，병거례설명료소득결과적가행성。
    In this paper, a class of Cohen-Grossberg Shunting Inhibitory cellular neural net-works with distributed delays and impulses are considered. Some criteria for the exis-tence of nonzero almost period?ic solutions are established by Banach fixed point theorem.Moreover, an example is employed to illus?trate our feasible results.
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