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【應數系演講-102-05-03】Existence, Uniqueness and Stability of Traveling Wave Solutions for Delayed Cellular Neural Networks
國立東華大學應用數學系 專 題 演 講 主講人:林建仲 博士 講 題:Existence, Uniqueness and Stability of Traveling Wave Solutions for Delayed Cellular Neural Networks 時 間:102 年 05 月 03 日 (星期五) 15:20-16:50 地 點:理工一館 A324 會議室 摘 要 Cellular Neural Networks (CNNs for short) have recently attracted a lot of attention. In this talk, we are concerned with traveling wave solutions for delayed CNNs distributed in the one-dimensional integer lattice Z. One criterion for the existence of such solutions is provided. Moreover, we also use the modified Ikehara's theorem and semi-discrete Fourier transformation to obtain the uniqueness and stability of the traveling wave solution, respectively.
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