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 Results 1 - 6 of 6  /   
Committee Date Time Place Paper Title / Authors Abstract Paper #
NLP, CAS 2023-10-07
10:50		 Gifu Work plaza Gifu Characteristics of traveling waves in inhomogeneous media with FitzHugh-Nagumo model -- focusing on dispersion relations and percolation transition --
Chikoo Oosawa (Kyushu Inst. of Tech.) CAS2023-51 NLP2023-50		 Numerical solutions were obtained from FitzHugh-Nagumo(FHN) model in a two-dimensional media. In order to introduce hete... [more] CAS2023-51 NLP2023-50
pp.96-99
NC, NLP
(Joint)		 2021-01-21
10:30		 Online Online Phase reduction method for analysis of coupling between coupled oscillator groups exhibiting collective oscillations with statistical approach
Takahiro Arai (Kyoto Univ.), Yoji Kawamura (JAMSTEC), Toshio Aoyagi (Kyoto Univ.) NLP2020-42		 In this paper, we extended the method which extracts a phase description of weakly coupled limit-cycle oscillators from ... [more] NLP2020-42
pp.13-18
NLP, NC
(Joint)		 2020-01-24
15:25		 Okinawa Miyakojima Marine Terminal An Extension of the Multistate Network Model with a Self-Recovery Property to the Robot Arm Posture Problem in a Dynamic Environment
Natsuki Shirasawa, Dondogjamts Batbaata (Kyutech), Keiichi Ueda (Univ. Toyama), Hiroaki Wagatsuma (Kyutech) NC2019-68		 According to an ill-posed problem with a certain number of degrees of freedom in the case of determination of a posture ... [more] NC2019-68
pp.51-56
NLP 2018-04-27
10:55		 Kumamoto Kumaoto Univ. Analysis of clustering oscillations in the global coupled system of excitable elements
Hirotaka Tominaga (Saga Univ.) NLP2018-17		 We investigated the clustering oscillations that occurs when the coupling constant is negative in
a system which glob... [more]		 NLP2018-17
pp.79-83
NLP 2012-12-17
15:15		 Fukui Fukui City Communication Plaza A feedback control for suppressing traveling waves in a one-dimensional excitable medium with parameter uncertainty
Yusuke Mori, Sho Maruhashi, Keiji Konishi, Naoyuki Hara (Osaka Pref. Univ.) NLP2012-93		 This report deals with a suppression of traveling wave in a one-dimensional excitable medium with parameter uncertainty.... [more] NLP2012-93
pp.29-34
MSS, CAS 2010-11-18
16:20		 Osaka Kansai Univ. Brayton-Moser equations with application to FitzHugh-Nagumo models
Naotake Yoshida, Hiroaki Yoshimura (Waseda Univ.) CAS2010-75 CST2010-48		 We first study interconnection and Brayton-Moser equations for circuits, which are well-known as fundamental equations i... [more] CAS2010-75 CST2010-48
pp.59-62
 Results 1 - 6 of 6  /   
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