Committee 
Date Time 
Place 
Paper Title / Authors 
Abstract 
Paper # 
QIT (2nd) 
20181126 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 limitc... [more] 

IN, CCS (Joint) 
20180801 14:00 
Hokkaido 
Kitayuzawa MorinoSoraniwa 
[Invited Talk]
Phase description and synchronization of collective rhythms in networks of coupled dynamical systems Hiroya Nakao (Tokyo Tech.) CCS201825 IN201812 
Collective rhythms in networks of coupled dynamical elements often play important functional roles in realworld systems... [more] 
CCS201825 IN201812 pp.16 
CCS 
20171109 16:00 
Osaka 
Osaka Univ. 
Mutual synchronization of oscillatory convection and its optimization Yoji Kawamura (JAMSTEC), Hiroya Nakao (Tokyo Tech) CCS201726 
We study phase synchronization between a pair of mutually coupled identical HeleShaw cells exhibiting oscillatory conve... [more] 
CCS201726 pp.2934 
NLP 
20170315 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) NLP2016120 
Optimization of periodic injection signals for stable synchronization of a single oscillator has been studied recently, ... [more] 
NLP2016120 pp.7577 
NLP 
20170315 10:20 
Aomori 
Nebuta Museum Warasse 
Synchronization analysis of strongly coupled oscillators by the generalized phase reduction method Wataru Kurebayashi (Aomori Univ.), Sho Shirasaka, Hiroya Nakao (Tokyo Tech.) NLP2016121 
Unlike the conventional phase reduction method limited to weakly perturbed oscillators,
the generalized phase reduction... [more] 
NLP2016121 pp.7980 
CCS 
20161104 13:55 
Kyoto 
Kyoto Sangyo Univ. (Musubiwaza Bldg.) 
Analysis of twotone suppression in the active cochlea model Masanori Ouchi, Hiroya Nakao (Titech) CCS201634 
(To be available after the conference date) [more] 
CCS201634 pp.2324 
CAS, NLP 
20161028 13:50 
Tokyo 

System identification of selfsustained oscillators based on the generalized phase model Takayuki Sato (Aomori Univ.), Sho Shirasaka, Hiroya Nakao (Tokyo Tech.), Wataru Kurebayashi (Aomori Univ.) CAS201657 NLP201683 
A onedimensional reduced model, called the generalized phase model [W. Kurebayashi et al., Phys. Rev. Lett., 2013], can... [more] 
CAS201657 NLP201683 pp.103106 
CCS, NLP 
20160613 11:30 
Tokyo 
KikaiShinkoKaikan Bldg. 
Optimal parameter selection for kernel dynamic mode decomposition Wataru Kurebayashi (Aomori Univ.), Sho Shirasaka, Hiroya Nakao (Tokyo Tech.) NLP201621 CCS20164 
A novel mode decomposition method based on the dynamical systems theory, called the dynamic mode decomposition (DMD), ha... [more] 
NLP201621 CCS20164 pp.1314 
CCS 
20151109 15:30 
Kyoto 
Inamori Foundation Memorial Building, Kyoto Univ. 
Commonnoiseinduced synchronization of oscillator networks and its optimization Yoji Kawamura (JAMSTEC), Hiroya Nakao (Tokyo Tech) CCS201553 
We investigate commonnoiseinduced synchronization between two identical networks of coupled phase oscillators exhibiti... [more] 
CCS201553 pp.4751 
NLP, CCS 
20150611 14:00 
Tokyo 
Waseda Univerisity 
Data assimilation for coupled dynamical systems using a merging particle filter Eitaro Waranabe, Sho Shirasaka, Hiroya Nakao (Tokyo Tech) NLP201548 CCS201510 
We propose a method to estimate unknown parameters of coupled dynamical systems from observed data using a merging parti... [more] 
NLP201548 CCS201510 pp.5560 
NLP 
20141203 14:50 
Tokyo 
Kyoto Univ. Tokyo Office 
Robust synchronization analysis of oscillator circuits by a quadratic phase model Wataru Kurebayashi, Sho Shirasaka, Hiroya Nakao (Tokyo Tech.) NLP2014103 
In analyzing synchronization dynamics of selfsustained oscillators,
a simple onedimensional model, called a phase mod... [more] 
NLP2014103 pp.2327 
NLP 
20140310 10:00 
Tokyo 
Sophia University 
Definition of phase for chaotic oscillators Wataru Kurebayashi, Hiroya Nakao (Tokyo Inst. of Tech.) NLP2013164 
In analyzing synchronization of limitcycle oscillators, the phase reduction method, with which we can reduce the dimens... [more] 
NLP2013164 pp.12 
NLP 
20140122 13:50 
Hokkaido 
Niseko Park Hotel 
Theoretical analysis of mutual synchronization in strongly coupled nonlinear oscillators Wataru Kurebayashi, Sho Shirasaka, Hiroya Nakao (Tokyo Inst. of Tech.) NLP2013155 
In the analysis of mutual synchronization of coupled nonlinear oscillators, the phase reduction method has played an imp... [more] 
NLP2013155 pp.137140 
NLP 
20140122 14:30 
Hokkaido 
Niseko Park Hotel 
Control of Vehicles by Updating Optimal Velocity Function based on Local Information Yuta Minoshima, Hiroya Nakao (Tokyo Inst. of Tech.) NLP2013157 
Traffic congestion of vehicles is considered to be a social problem, leading to waste of transportation time. To suppre... [more] 
NLP2013157 pp.145149 
NLP 
20140122 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.) NLP2013160 
Engineering applications of synchronization phenomena exhibited by nonlinear oscillators have attracted much attention r... [more] 
NLP2013160 pp.163166 
NLP 
20140122 16:00 
Hokkaido 
Niseko Park Hotel 
Phasereduction analysis of coupled limitcycle oscillators in hybrid dynamical systems Sho Shirasaka, Wataru Kurebayashi, Hiroya Nakao (Tokyo Inst. of Tech.) NLP2013161 
Hybrid dynamical systems, possessing both characteristics of discrete and continuous dynamical systems, is often used to... [more] 
NLP2013161 pp.167171 
NLP 
20130528 12:15 
Fukuoka 
Event hall, Central Library, Fukuoka University 
Phase reduction analysis of noiseinduced synchronization in chaotic oscillators Wataru Kurebayashi (Tokyo Inst. of Tech.), Kantaro Fujiwara (Saitama Univ.), Hiroya Nakao (Tokyo Inst. of Tech.), Tohru Ikeguchi (Saitama Univ.) NLP201325 
When driven by common noise, various dynamical systems
can undergo mutual synchronization. This phenomenon is
called ... [more] 
NLP201325 pp.8790 
NLP 
20130314 14:50 
Chiba 
NishiChiba campus, Chiba Univ. 
Phase reduction method for limitcycle oscillators in hybrid dynamical systems and its applications Sho Shirasaka, Wataru Kurebayashi, Hiroya Nakao (Tokyo Inst. of Tech.) NLP2012154 
Phase reduction method provides a useful framework for the analysis of limitcycle oscillators, but it can not be applie... [more] 
NLP2012154 pp.5558 
NLP 
20130315 09:25 
Chiba 
NishiChiba campus, Chiba Univ. 
Synchronization of nonlinear oscillators driven by common environmental noise Masahiro Kazama, Yuta Minoshima, Wataru Kurebayashi, Hiroya Nakao (Tokyo Inst. of Tech.) NLP2012161 
Engineering applications of noiseinduced synchronization have been widely discussed recently. Among them, possibilities... [more] 
NLP2012161 pp.8790 
NLP 
20130315 13:45 
Chiba 
NishiChiba campus, Chiba Univ. 
Extension of the phase reduction method to strongly perturbed limitcycle oscillators and its applications Wataru Kurebayashi, Sho Shirasaka, Hiroya Nakao (Tokyo Inst. of Tech.) NLP2012169 
[more] 
NLP2012169 pp.133136 