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All Technical Committee Conferences (Searched in: All Years)
| Committee | Date Time | Place | Paper Title / Authors | Abstract | Paper # | |
| CCS, NLP | 2019-06-09 09:25 |
Niigata | machinaka campus nagaoka | Chaotic synchronization induced by external noise in a system of coupled limit cycles with two native frequencies Keiji Okumura (Hitotsubashi Univ.), Akihisa Ichiki (Nagoya Univ.)  NLP2019-29 CCS2019-12 |
In uncoupled oscillatory systems, it is widely known that common noise input can induce chaotic synchronization. However... [more] | NLP2019-29 CCS2019-12 pp.55-58 |
| NLP, NC (Joint) |
2019-01-24 11:20 |
Hokkaido | The Centennial Hall, Hokkaido Univ. | Underactuated control of coupled oscillator systems using deep reinforcement learning Maaki Nakasaka, Sho Shirasaka, Hideyuki Suzuki (Osaka Univ) NLP2018-114 |
Among a wide variety of rhythmic phenomena, systems in which a plurality of rhythm elements interact are called coupled ... [more] | NLP2018-114 pp.97-100 |
| NLP, CAS | 2017-10-06 10:05 |
Niigata | Machinaka Campus Nagaoka | A study on generating method of moving intrinsic localized modes using wave packet for numerical experiments Masayuki Kimura, Shinji Doi (Kyoto Univ.) CAS2017-33 NLP2017-58 |
In this report, a generating method of moving intrinsic localized modes (ILMs) using wave packet are numerically investi... [more] | CAS2017-33 NLP2017-58 pp.51-54 |
| NLP | 2017-03-15 09:30 |
Aomori | Nebuta Museum Warasse | A study on initial value estimation for moving intrinsic localized modes in ring coupled oscillator Masayuki Kimura, Shinji Doi (Kyoto Univ.) NLP2016-119 |
Several methods for estimating initial values of moving intrinsic localized modes~(moving ILMs) are numerically investig... [more] | NLP2016-119 pp.69-74 |
| NLP, CAS | 2014-10-17 14:55 |
Ehime | Ehime University | Stability analysis for formation control of mobile robot group by coupled oscillators Miyuki Tsukiji, Naoyuki Hara, Keiji Konishi (Osaka Pref. Univ.) CAS2014-82 NLP2014-76 |
This paper considers a formation control method of a mobile robot group using characteristics of coupled nonlinear oscil... [more] | CAS2014-82 NLP2014-76 pp.157-162 |
| NLP | 2010-03-10 13:00 |
Tokyo | Self-Organization by Co-evolution of Phases and Connection Strengths in a Network of Phase Oscillators Takaaki Aoki (Kyoto Univ.), Toshio Aoyagi (Kyoto Univ./JST, CREST) NLP2009-176 |
We propose a model of coupled phase oscillators on an adaptive network, in which the phases of the oscillators at the no... [more] | NLP2009-176 pp.103-108 |
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| 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 |
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| NLP | 2009-11-14 10:15 |
Kagoshima | Chaos and clustering in random oscillator networks Hiroya Nakao (Kyoto Univ.) NLP2009-116 |
Dynamics of limit-cycle oscillators interacting via scale-free random networks are reported. Though most studies in thi... [more] | NLP2009-116 pp.193-196 |
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| NLP | 2009-05-15 11:45 |
Shiga | Ritsumeikan University | Method for Controlling Phase of Coupled Oscillators Using Multilinear Feedback Takeshi Kano, Shuichi Kinoshita (Osaka Univ.) NLP2009-4 |
The spontaneous synchronization of mutually interacting elements exhibiting regular rhythms is a well-known phenomenon i... [more] | NLP2009-4 pp.13-18 |
| NLP | 2006-07-03 16:35 |
Ishikawa | Kanazawa Univ. | A Study on Transition and Invariant Manifold of Unstable Intrinsic Localized Mode in Coupled Cantilever Arrays with Fixed Boundary Condition Masayuki Kimura, Takashi Hikihara (Kyoto Univ.) |
Recently, intrinsic localized modes (ILMs) in coupled micro cantilever arrays have experimentally been observed.In this ... [more] | NLP2006-31 pp.53-58 |
| NLP | 2006-05-11 15:55 |
Kumamoto | Kumamoto Univ. | A Numerical Study on Transition of Unstable Intrinsic Localized Mode in Coupled Cantilever Arrays with Fixed Boundary Condition Masayuki Kimura, Takashi Hikihara (Kyoto Univ.) |
Recently, intrinsic localized modes (ILMs) in coupled micro cantilever arrays have been observed experimentally. In thi... [more] |
NLP2006-8 pp.37-42 |
| NLP | 2005-12-16 13:25 |
Ibaraki | Ibaraki Univ. | Coexistence and transition of intrinsic localized mode in coupled cantilever arrays Masayuki Kimura, Takashi Hikihara (Kyoto Univ.) |
Recently, intrinsic localized modes (ILMs) in coupled micro cantilever arrays are observed experimentally. In this repo... [more] |
NLP2005-90 pp.27-32 |
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