伊原 亮輔 氏
Coupled oscillators on graphs provide many mathematical models such as neuronal networks, Josephson junctions and power networks. Their continuum limits present one of few analytical approaches that have a potential for elucidating dynamics of a broad class of networks. Recently, Medvedev gave a mathematical foundation for this approach in coupled oscillators depending on single graphs. In this talk, we consider coupled oscillators depending on multiple graphs and extend his result.