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Committee Date Time Place Paper Title / Authors Abstract Paper #
NLP 2015-10-31
14:15		 Okinawa Nobumoto Ohama Memorial Hall A study on existence and bifurcation of intrinsic localized mode in extended or contracted FPU-β chain
Atsuki Mitani, Msayuki Kimura, Shinji Doi (Kyoto Univ.) NLP2015-110		 In nonlinear lattices, it is known that there exist a spatially localized and temporary periodic solution, namely intrin... [more] NLP2015-110
pp.17-22
NLP 2010-01-21
16:30		 Gifu   Excitation and Manipulation of Intrinsic Localized Modes in Coupled Cantilever Array with Tunable Nonlinearity
Masayuki Kimura (Univ. of Shiga Pref.), Takashi Hikihara (Kyoto Univ.) NLP2009-147		 Intrinsic localized mode~(ILM) is spatially localized and temporally periodic oscillation in nonlinear coupled oscillato... [more] NLP2009-147
pp.41-46
NC 2009-05-25
11:30		 Okinawa OIST, Okinawa Localized Oscillatory Excitation on Nerve Fields for Self-Organizing Neural Models
Ryota Miyata (Ryukyu Univ.), Akira Date (Miyazaki Univ.), Koji Kurata (Ryukyu Univ.) NC2009-3		 As a solution to the binding problem, there is a hypothesis that the binding of information is represented by phase-lock... [more] NC2009-3
pp.13-18
NLP 2008-12-09
14:50		 Ishikawa   Manipulation of Intrinsic Localized Mode based on Invariant Manifold Structure
Masayuki Kimura, Takashi Hikihara (Kyoto Univ.) NLP2008-72		 A traveling localized oscillation in a coupled cantilever array has been manipulated numerically. Two manipulation metho... [more] NLP2008-72
pp.11-16
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