摘要
研究一类含有五个反馈权值二维细胞神经网络系统,以系统的输出反馈权值及阈值为参数构成参数空间,引入几何方法,将此空间分解分块成有限个区域,当输出反馈权值及阈值在某一区域上时,给出系统具有M osaic解所有可能的输出函数M osaic模式的充要条件.
In this paper, we investigate a kind of cellular neural networks of two-dimensional with five feedback weight values. Useing the system＇s output feedback Weight Values and thresholds as parameters to construct a parameter space, and dependenting method of geometry decompose the space into finite region. At last, we give the necessary and sufficient condition of all of possible output functionsrMosaic pattern which belong to system＇s Mosaic solution, when the output feedback weight values and thresholds in one region.
出处
《纯粹数学与应用数学》
CSCD
北大核心
2006年第3期318-324,329,共8页
Pure and Applied Mathematics
基金
宁波大学校内科研基金资助
