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 Conference Papers (Available on Advance Programs)  (Sort by: Date Descending)
 Results 1 - 20 of 29  /  [Next]  
Committee Date Time Place Paper Title / Authors Abstract Paper #
NLP 2022-08-02
11:15
Online Online [Invited Talk] Dimensionality reduction of dynamical systems via Koopman operator theory and applications to nonlinear rhythms
Hiroya Nakao (Tokyo Tech.) NLP2022-31
A method of dimensionality reduction for nonlinear dynamical systems via the Koopman operator theory and its application... [more] NLP2022-31
pp.24-26
NLP 2022-08-02
13:45
Online Online [Invited Talk] A theory for reciprocity in synchronization
Hisa-Aki Tanaka (UEC) NLP2022-33
We present a theory and its application that opens the door to step forward for unknown design principles behind biologi... [more] NLP2022-33
p.28
CCS, NLP 2022-06-10
16:20
Osaka
(Primary: On-site, Secondary: Online)
A Study on Autonomous Distributed TDMA Using Synchronization Theory for Low Power Intermittent Communication
Hiroyuki Yasuda (The Univ. of Tokyo), Takahito Mitsui (Technical Univ. of Munich), Kazuyuki Aihara (The Univ. of Tokyo), Mikio Hasegawa (Tokyo Univ. of Science) NLP2022-23 CCS2022-23
The Internet of Things (IoT), a large-scale network of many communication terminals, requires autonomous decentralized c... [more] NLP2022-23 CCS2022-23
pp.117-122
NLP, MICT, MBE, NC
(Joint) [detail]
2022-01-23
09:50
Online Online Stabilization of injection locking under strong input via phase-amplitude reduction
Shohei Takata, Yuzuru Kato, Hiroya Nakao (Tokyo Tech) NLP2021-121 MICT2021-96 MBE2021-82
Entrainment of limit-cycle oscillators by periodic inputs is a universal phenomenon observed in various fields of scienc... [more] NLP2021-121 MICT2021-96 MBE2021-82
pp.231-236
CCS 2019-11-14
13:00
Hyogo Kobe Univ. Phase reduction approach to spatiotemporal synchronization of traveling and oscillating convection
Yoji Kawamura (JAMSTEC) CCS2019-24
We formulate a theory for the phase reduction of traveling and oscillating thermal convection in a two-dimensional incom... [more] CCS2019-24
pp.1-4
CCS, NLP 2019-06-09
12:00
Niigata machinaka campus nagaoka Characteristic Measures in Optimized Power Grid Using Simulated Annealing
Toshichika Aoki (Nippon Institute of Tec.), Hideyuki Kato (Oita Univ.), Takayuki Kimura (Nippon Institute of Tec.) NLP2019-32 CCS2019-15
The electric power generated at power plants to surrounding consumers are the most important in- frastructure for a comf... [more] NLP2019-32 CCS2019-15
pp.69-74
IA 2019-01-25
16:20
Tokyo Tokyo Metropolitan Univ. Akihabara Satellite Campus A Discrete Model of IEEE 1588-2008 Precision Time Protocol with Clock Servo using PI Controller
Ryuichiro Maegawa, Daiki Matsui, Yasuhiro Yamasaki, Hiroyuki Ohsaki (Kwansei Gakuin Univ.) IA2018-58
PTP (Precision Time Protocol) specified in IEEE 1588-2002 and IEEE
1588-2008 is a network protocol for achieving more... [more]
IA2018-58
pp.25-30
QIT
(2nd)
2018-11-26
10:10
Tokyo The University of Tokyo Phase Reduction Theory for Quantum Synchronization under Semiclassical Approximation
Yuzuru Kato, Hiroya Nakao (Titech)
The phase reduction theory is a standard framework for analyzing rhythmic dynamics of weakly perturbed classical limit-c... [more]
IN, CCS
(Joint)
2018-08-01
14:00
Hokkaido Kitayuzawa Mori-no-Soraniwa [Invited Talk] Phase description and synchronization of collective rhythms in networks of coupled dynamical systems
Hiroya Nakao (Tokyo Tech.) CCS2018-25 IN2018-12
Collective rhythms in networks of coupled dynamical elements often play important functional roles in real-world systems... [more] CCS2018-25 IN2018-12
pp.1-6
NLP, CCS 2018-06-08
13:25
Kyoto Kyoto Terrsa Phase reduction approach to hydrodynamic synchronization of beating flagella
Yoji Kawamura, Remi Tsubaki (JAMSTEC) NLP2018-35 CCS2018-8
We formulate a theory for the phase reduction of a beating flagellum. The theory enables us to describe the dynamics of ... [more] NLP2018-35 CCS2018-8
pp.41-44
NLP 2017-03-15
09:55
Aomori Nebuta Museum Warasse Optimization of coupling matrices for stable mutual synchronization of nonlinear oscillators
Nobuhiro Watanabe, Sho Shirasaka (Tokyo Tech), Yoji Kawamura (JAMSTEC), Hiroya Nakao (Tokyo Tech) NLP2016-120
Optimization of periodic injection signals for stable synchronization of a single oscillator has been studied recently, ... [more] NLP2016-120
pp.75-77
CCS, NLP 2016-06-13
11:05
Tokyo Kikai-Shinko-Kaikan Bldg. A Study on Higher Order Synchronization of an Organ Pipe
Masahiro Okada, Tokihiko Kaburagi (Kyushu Univ.) NLP2016-20 CCS2016-3
In this study, we investigated higher order synchronization of an organ pipe in terms of harmonic components included in... [more] NLP2016-20 CCS2016-3
pp.9-12
CCS 2015-11-09
15:30
Kyoto Inamori Foundation Memorial Building, Kyoto Univ. Common-noise-induced synchronization of oscillator networks and its optimization
Yoji Kawamura (JAMSTEC), Hiroya Nakao (Tokyo Tech) CCS2015-53
We investigate common-noise-induced synchronization between two identical networks of coupled phase oscillators exhibiti... [more] CCS2015-53
pp.47-51
CCS 2015-08-06
15:00
Hokkaido Dai-ichi Takimotokan (Noboribetsu, Hokkaido) A Study on Perfect Synchronization Method using Environmental Fluctuations
Hiroyuki Yasuda, Kaori Kuroda, Mikio Hasegawa (Tokyo Univ. of Science) CCS2015-32
Noise-induced synchronization is a phenomenon that uncoupled nonlinear oscillators synchronize by adding common noise.
... [more]
CCS2015-32
pp.17-21
NC, MBE 2015-03-16
15:10
Tokyo Tamagawa University Study on temporal brain activity of motor imagery in mental rotation task
Hiroshi Yokoyama, Isao Nambu (Nagaoka Univ. of Tech.), Jun Izawa (Univ. of Tsukuba), Yasuhiro Wada (Nagaoka Univ. of Tech.) MBE2014-149 NC2014-100
The evoked brain activity during a mental hand rotation task is widely known related to motor imagery. Task-related acti... [more] MBE2014-149 NC2014-100
pp.183-188
NC, MBE 2015-03-17
13:00
Tokyo Tamagawa University Network Analyses of EEG for Bands on Rhythmic Frequencies
Shinya Kasakawa, Teruya Yamanishi (Fukui Univ. of Tech.), Tetsuya Takahashi (Kanazawa Univ.), Kanji Ueno (Univ. of Fukui), Mitsuru Kikuchi (Kanazawa Univ.), Haruhiko Nishimura (Univ. of Hyogo) MBE2014-155 NC2014-106
The analyses on synchronization phenomena are recently attempted by taking advantage of the theory of complex networks. ... [more] MBE2014-155 NC2014-106
pp.217-222
HCS 2014-10-23
14:00
Tokyo Tokyo Univ. Agriculture and Technology (Koganei) Estimation of interactions among audience members in vaudeville settings
Ryota Nomura, Takeshi Okada (Univ. of Tokyo) HCS2014-62
Recently, some researcher has explored that synchronization of eye-blinks among appreciators who view a movie or Rakugo ... [more] HCS2014-62
pp.13-18
NC, MBE
(Joint)
2014-03-18
15:20
Tokyo Tamagawa University Functional Brain Network using Synchronization Likelihood(SL) constructed from EEGs
Taichi Toh, Risa Urata, Toshimasa Yamazaki (Kyusyu Inst. of Tech.), Yoshiyuki Kuroiwa (Teikyo Univ.) MBE2013-145
Functional Brain Network (FBN) could visualize the connectivity between brain regions in brain activity associated with ... [more] MBE2013-145
pp.167-170
NLP 2014-01-22
15:40
Hokkaido Niseko Park Hotel Design of nonlinear oscillators with prescribed orbits and response properties
Tsubasa Ishii, Wataru Kurebayashi, Hiroya Nakao (Tokyo Inst. of Tech.) NLP2013-160
Engineering applications of synchronization phenomena exhibited by nonlinear oscillators have attracted much attention r... [more] NLP2013-160
pp.163-166
ASN 2013-11-28
10:00
Tokyo Kikai-Shinko-Kaikan Bldg. [Poster Presentation] Localization Where Conventional Methods Are Unavailable -- Approach of Using Time Of Arrival --
Yuki Watase, Shinsuke Hara (Osaka City Univ.) ASN2013-93
When disaster happens in houses and buildings, indoor localization for survivers and rescuers is the most essential, but... [more] ASN2013-93
pp.27-30
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