Hiroya Nakao

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Yoshiki KuramotoProfessor Emeritus, Kyoto UniversityVerified email at webpark2041.sakura.ne.jp
Yoji KawamuraJapan Agency for Marine-Earth Science and TechnologyVerified email at jamstec.go.jp
Kensuke AraiBoston UniversityVerified email at bu.edu
Yuzuru KatoFuture University HakodateVerified email at fun.ac.jp
Sho ShirasakaGraduate School of Information Science and Technology, Osaka UniversityVerified email at ist.osaka-u.ac.jp
Wataru KurebayashiData Science Education & Research Center, Shiga UniversityVerified email at biwako.shiga-u.ac.jp
Shigefumi HataFaculty of Science, Kagoshima university, JapanVerified email at sci.kagoshima-u.ac.jp
Ikuhiro YamaguchiThe University of TokyoVerified email at p.u-tokyo.ac.jp
Hiroshi KORIUniversity of TokyoVerified email at edu.k.u-tokyo.ac.jp
Bard ErmentroutProfessor of Mathematics, Univ of PittsburghVerified email at pitt.edu
Jun-nosuke TeramaeKyoto UniversityVerified email at acs.i.kyoto-u.ac.jp
Ken NagaiJAISTVerified email at jaist.ac.jp
Tatsuo YanagitaOsaka Electro-Communication UniversityVerified email at osakac.ac.jp
Yasuhiro TsuboRitsumeikan UniversityVerified email at fc.ritsumei.ac.jp
Jinjie ZhuNanjing University of Aeronautic and AstronauticsVerified email at nuaa.edu.cn
Kunihiko TairaUniversity of California, Los AngelesVerified email at seas.ucla.edu
Denis S. GoldobinInstitute of Continuous Media Mechanics, the Ural Branch of the Russian Academy of SciencesVerified email at icmm.ru
Dorjsuren BattogtokhVirginia TechVerified email at vt.edu
Norihisa NamuraTokyo Institute of TechnologyVerified email at m.titech.ac.jp
timoteo carlettiNamur Center for Complex SystemsVerified email at fundp.ac.be

Hiroya Nakao

Tokyo Institute of Technology, Japan

Verified email at sc.e.titech.ac.jp - Homepage

Nonlinear dynamics stochastic processes synchronization pattern formation


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Turing patterns in network-organized activator–inhibitor systems H Nakao, AS Mikhailov Nature Physics 6 (7), 544-550, 2010	422	2010
Phase reduction approach to synchronisation of nonlinear oscillators H Nakao Contemporary Physics 57 (2), 188-214, 2016	238	2016
Noise-Induced Synchronization and Clustering in Ensembles of Uncoupled Limit-Cycle Oscillators H Nakao, K Arai, Y Kawamura Physical review letters 98 (18), 184101, 2007	229	2007
Stochastic phase reduction for a general class of noisy limit cycle oscillators J Teramae, H Nakao, GB Ermentrout Physical review letters 102 (19), 194102, 2009	134	2009
Dynamics of limit-cycle oscillators subject to general noise DS Goldobin, J Teramae, H Nakao, GB Ermentrout Physical review letters 105 (15), 154101, 2010	123	2010
Multi-scaling properties of truncated Lévy flights H Nakao Physics Letters A 266 (4-6), 282-289, 2000	118	2000
Synchrony of limit-cycle oscillators induced by random external impulses H Nakao, K Arai, K Nagai, Y Tsubo, Y Kuramoto Physical Review E—Statistical, Nonlinear, and Soft Matter Physics 72 (2 …, 2005	106	2005
Origin of power-law spatial correlations in distributed oscillators and maps with nonlocal coupling Y Kuramoto, H Nakao Physical review letters 76 (23), 4352, 1996	105	1996
Collective phase sensitivity Y Kawamura, H Nakao, K Arai, H Kori, Y Kuramoto Physical review letters 101 (2), 024101, 2008	99	2008
Phase-amplitude reduction of transient dynamics far from attractors for limit-cycling systems S Shirasaka, W Kurebayashi, H Nakao Chaos: An Interdisciplinary Journal of Nonlinear Science 27 (2), 2017	94	2017
Phase-reduction approach to synchronization of spatiotemporal rhythms in reaction-diffusion systems H Nakao, T Yanagita, Y Kawamura Physical review X 4 (2), 021032, 2014	84	2014
Multiaffine chemical turbulence Y Kuramoto, D Battogtokh, H Nakao Physical review letters 81 (16), 3543, 1998	82	1998
Asymptotic power law of moments in a random multiplicative process with weak additive noise H Nakao Physical review E 58 (2), 1591, 1998	77	1998
Noise-induced turbulence in nonlocally coupled oscillators Y Kawamura, H Nakao, Y Kuramoto Physical Review E—Statistical, Nonlinear, and Soft Matter Physics 75 (3 …, 2007	76	2007
Phase synchronization between collective rhythms of globally coupled oscillator groups: Noisy identical case Y Kawamura, H Nakao, K Arai, H Kori, Y Kuramoto Chaos: An interdisciplinary journal of nonlinear science 20 (4), 043109, 2010	70	2010
Collective-phase description of coupled oscillators with general network structure H Kori, Y Kawamura, H Nakao, K Arai, Y Kuramoto Physical Review E—Statistical, Nonlinear, and Soft Matter Physics 80 (3 …, 2009	69	2009
Phase reduction method for strongly perturbed limit cycle oscillators W Kurebayashi, S Shirasaka, H Nakao Physical review letters 111 (21), 214101, 2013	68	2013
Power-law spatial correlations and the onset of individual motions in self-oscillatory media with non-local coupling Y Kuramoto, H Nakao Physica D: Nonlinear Phenomena 103 (1-4), 294-313, 1997	68	1997
Adjoint method provides phase response functions for delay-induced oscillations K Kotani, I Yamaguchi, Y Ogawa, Y Jimbo, H Nakao, GB Ermentrout Physical Review Letters 109 (4), 044101, 2012	59	2012
On the concept of dynamical reduction: the case of coupled oscillators Y Kuramoto, H Nakao Philosophical Transactions of the Royal Society A 377 (2160), 20190041, 2019	57	2019

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