H. Nakao

发表

Reduction Theories Elucidate the Origins of Complex Biological Rhythms Generated by Interacting Delay-Induced Oscillations

Y. Jimbo, Ikuhiro Yamaguchi, Y. Ogawa, 2011, PloS one.

Nonlinear phase-amplitude reduction of delay-induced oscillations

Y. Jimbo, Y. Ogawa, H. Nakao, 2020, Physical Review Research.

Phase reduction approach to synchronisation of nonlinear oscillators

Hiroya Nakao, H. Nakao, 2016, 1704.03293.

Noise-induced synchronization and clustering in ensembles of uncoupled limit-cycle oscillators.

Yoji Kawamura, Hiroya Nakao, Yoji Kawamura, 2007, Physical review letters.

Power-law spatial correlations and the onset of individual motions in self-oscillatory media with non-local coupling

Yoshiki Kuramoto, Hiroya Nakao, Y. Kuramoto, 1997 .

Multi-scaling properties of truncated Lévy flights

H. Nakao, 2000, cond-mat/0002027.

Phase-amplitude reduction of transient dynamics far from attractors for limit-cycling systems.

H. Nakao, Sho Shirasaka, W. Kurebayashi, 2017, Chaos.

Noise-induced turbulence in nonlocally coupled oscillators.

Yoji Kawamura, Yoshiki Kuramoto, Hiroya Nakao, 2007, Physical review. E, Statistical, nonlinear, and soft matter physics.

Collective phase sensitivity.

Yoji Kawamura, Hiroshi Kori, Yoshiki Kuramoto, 2008, Physical review letters.

Collective-phase description of coupled oscillators with general network structure.

Yoji Kawamura, Hiroshi Kori, Yoshiki Kuramoto, 2008, Physical review. E, Statistical, nonlinear, and soft matter physics.

Phase synchronization between collective rhythms of globally coupled oscillator groups: noisy identical case.

Yoji Kawamura, Hiroshi Kori, Yoshiki Kuramoto, 2010, Chaos.

Turing patterns in network-organized activator–inhibitor systems

Alexander S. Mikhailov, Hiroya Nakao, A. Mikhailov, 2008, 0807.1230.

Phase-Amplitude Reduction of Limit Cycling Systems

H. Nakao, Sho Shirasaka, W. Kurebayashi, 2020 .

Optimization of linear and nonlinear interaction schemes for stable synchronization of weakly coupled limit-cycle oscillators.

H. Nakao, Sho Shirasaka, N. Watanabe, 2019, Physical review. E.

Phase reduction and synchronization of a network of coupled dynamical elements exhibiting collective oscillations.

Yoji Kawamura, Hiroya Nakao, Masashi Ota, 2017, Chaos.

Optimizing stability of mutual synchronization between a pair of limit-cycle oscillators with weak cross coupling.

Yoji Kawamura, H. Nakao, Sho Shirasaka, 2017, Physical review. E.

Optimizing mutual synchronization of rhythmic spatiotemporal patterns in reaction-diffusion systems.

Yoji Kawamura, T. Yanagita, H. Nakao, 2017, Physical review. E.

Phase-Reduction Approach to Synchronization of Spatiotemporal Rhythms in Reaction-Diffusion Systems

Yoji Kawamura, Hiroya Nakao, Tatsuo Yanagita, 2014, 1406.0274.

Complex Ginzburg-Landau equation on networks and its non-uniform dynamics

Hiroya Nakao, H. Nakao, 2014 .

Phase coherence in an ensemble of uncoupled limit-cycle oscillators receiving common Poisson impulses.

Hiroya Nakao, H. Nakao, Kensuke Arai, 2008, Physical review. E, Statistical, nonlinear, and soft matter physics.

Optimal phase response curves for stochastic synchronization of limit-cycle oscillators by common Poisson noise.

Hiroya Nakao, Shigefumi Hata, Roberto F Galán, 2011, Physical review. E, Statistical, nonlinear, and soft matter physics.

Stochastic phase reduction for a general class of noisy limit cycle oscillators.

G Bard Ermentrout, Hiroya Nakao, Jun-Nosuke Teramae, 2009, Physical review letters.

Quantum coherence resonance

H. Nakao, Yuzuru Kato, 2020, New Journal of Physics.

Semiclassical phase reduction theory for quantum synchronization

H. Nakao, N. Yamamoto, Yuzuru Kato, 2019, Physical Review Research.

Spectral analysis of the Koopman operator for partial differential equations.

I. Mezić, H. Nakao, 2020, Chaos.

Averaging approach to phase coherence of uncoupled limit-cycle oscillators receiving common random impulses.

H. Nakao, Kensuke Arai, 2008, Physical review. E, Statistical, nonlinear, and soft matter physics.

Synchronization of uncoupled oscillators by common gamma impulses: From phase locking to noise-induced synchronization.

H. Nakao, Kensuke Arai, T. Shimokawa, 2010, Physical review. E, Statistical, nonlinear, and soft matter physics.

Title Noise-induced synchronization and clustering in ensembles ofuncoupled limit-cycle oscillators

Yoji Kawamura, H. Nakao, Kensuke Arai, 2017 .

Independent Component Analysis of Spatiotemporal Chaos

H. Nakao, Hirokazu Asano, 2005 .

Article Semiclassical phase reduction theory for quantum synchronization

H. Nakao, N. Yamamoto, Yuzuru Kato, 2021 .

Noise-tuned bursting in a Hedgehog burster

H. Nakao, Jinjie Zhu, 2022, Frontiers in Computational Neuroscience.

Phase dynamics of noise-induced coherent oscillations in excitable systems

H. Nakao, Yuzuru Kato, Jin-Xing Zhu, 2022, 2204.01912.

Turing instability in quantum activator–inhibitor systems

H. Nakao, Yuzuru Kato, 2021, Scientific Reports.

Collective phase reduction of globally coupled noisy dynamical elements.

Y. Kuramoto, Yoji Kawamura, H. Nakao, 2011, Physical review. E.

Data-driven operator-theoretic analysis of weak interactions in synchronized network dynamics

Y. Kawahara, M. Ikeda, H. Nakao, 2022, 2208.06186.

A definition of the asymptotic phase for quantum nonlinear oscillators from the Koopman operator viewpoint.

H. Nakao, Yuzuru Kato, 2022, Chaos.

Phase reduction of strongly coupled limit-cycle oscillators

H. Nakao, Sho Shirasaka, W. Kurebayashi, 2022, Physical Review Research.

Effective long-time phase dynamics of limit-cycle oscillators driven by weak colored noise.

Jun-nosuke Teramae, Yoshiki Kuramoto, Hiroya Nakao, 2010, Chaos.

Turing patterns in a network-reduced FitzHugh-Nagumo model.

T. Carletti, H. Nakao, 2019, Physical review. E.

Dispersal-induced destabilization of metapopulations and oscillatory Turing patterns in ecological networks

Alexander S. Mikhailov, Hiroya Nakao, Shigefumi Hata, 2013, Scientific Reports.

Turing patterns on networks

A. Mikhailov, H. Nakao, 2008, 0807.1230.

Phase ordering in coupled noisy bistable systems on scale-free networks.

Hiroya Nakao, Shigefumi Hata, H. Nakao, 2013, Physical review. E, Statistical, nonlinear, and soft matter physics.

Comment on "Phase Reduction of Stochastic Limit Cycle Oscillators"

G. Ermentrout, J. Teramae, H. Nakao, 2008, 0812.3205.

Collective phase description of oscillatory convection.

Yoji Kawamura, Hiroya Nakao, Yoji Kawamura, 2011, Chaos.

Enhancement of quantum synchronization via continuous measurement and feedback control

H. Nakao, Yuzuru Kato, 2020, New Journal of Physics.

Fast optimal entrainment of limit-cycle oscillators by strong periodic inputs via phase-amplitude reduction and Floquet theory.

H. Nakao, Yuzuru Kato, S. Takata, 2021, Chaos.

Phase-response analysis of synchronization for periodic flows

Kunihiko Taira, Hiroya Nakao, K. Taira, 2018, Journal of Fluid Mechanics.

Optimization of noise-induced synchronization of oscillator networks.

Yoji Kawamura, Hiroya Nakao, Yoji Kawamura, 2016, Physical review. E.

Phase synchronization between collective rhythms of globally coupled oscillator groups: noiseless nonidentical case.

Yoji Kawamura, Hiroshi Kori, Yoshiki Kuramoto, 2010, Chaos.

Phase reduction theory for hybrid nonlinear oscillators.

Sho Shirasaka, Wataru Kurebayashi, Hiroya Nakao, 2016, Physical review. E.

Multi-affinity and multi-fractality in systems of chaotic elements with long-wave forcing

Y. Kuramoto, H. Nakao, 1999 .

Dynamics of limit-cycle oscillators subject to general noise.

G Bard Ermentrout, Hiroya Nakao, Denis S Goldobin, 2009, Physical review letters.

Data-driven spectral analysis of quantum spin networks with limited access using Hankel dynamic mode decomposition

H. Nakao, Yuzuru Kato, 2022, 2022 IEEE 61st Conference on Decision and Control (CDC).

On the concept of dynamical reduction: the case of coupled oscillators

Yoshiki Kuramoto, Hiroya Nakao, Y. Kuramoto, 2019, Philosophical Transactions of the Royal Society A.

Phase description of oscillatory convection with a spatially translational mode

Yoji Kawamura, Hiroya Nakao, Yoji Kawamura, 2014, 1404.5403.

Synchrony of neural oscillators induced by random telegraphic currents.

Yasuhiro Tsubo, Hiroya Nakao, Y. Tsubo, 2005, Physical review. E, Statistical, nonlinear, and soft matter physics.

Multi-scaled turbulence in large populations of oscillators in a diffusive medium

Yoshiki Kuramoto, Hiroya Nakao, Dorjsuren Battogtokh, 2000 .

Localization of Laplacian eigenvectors on random networks

Hiroya Nakao, Shigefumi Hata, H. Nakao, 2017, Scientific Reports.

Instantaneous phase synchronization of two decoupled quantum limit-cycle oscillators induced by conditional photon detection

H. Nakao, Yuzuru Kato, 2020, 2009.08286.

Quantum asymptotic phases reveal signatures of quantum synchronization

H. Nakao, Yuzuru Kato, 2020, New Journal of Physics.

Semiclassical optimization of entrainment stability and phase coherence in weakly forced quantum limit-cycle oscillators.

H. Nakao, Yuzuru Kato, 2019, Physical review. E.

Multi-scaling properties of truncated Lévy flights

H. Nakao, 2000, cond-mat/0002027.

Sparse optimization of mutual synchronization in collectively oscillating networks.

T. Yanagita, H. Nakao, S. Katayama, 2021, Chaos.

Stochastic periodic orbits in fast-slow systems with self-induced stochastic resonance

H. Nakao, Jinjie Zhu, 2021, Physical Review Research.

Collective phase description of globally coupled excitable elements.

Y. Kuramoto, Yoji Kawamura, H. Nakao, 2011, Physical review. E, Statistical, nonlinear, and soft matter physics.

Turing instability and pattern formation in network-organized reaction-diffusion systems( Researches on fluid mechanics from perspective of mathematical physics)

H. Nakao, S. Hata, 2014 .

Continuous Measurement and Feedback Control for Enhancement of Quantum Synchronization

Hiroya Nakao, Yuzuru Kato, H. Nakao, 2020, 2020 59th IEEE Conference on Decision and Control (CDC).

Optimal Waveform for Fast Entrainment of Weakly Forced Quantum Nonlinear Dissipative Oscillators

Hiroya Nakao, Yuzuru Kato, H. Nakao, 2019, 2019 IEEE 58th Conference on Decision and Control (CDC).

Estimating asymptotic phase and amplitude functions of limit-cycle oscillators from time series data.

H. Nakao, Ryota Kobayashi, S. Takata, 2022, Physical review. E.

Koopman spectral analysis of elementary cellular automata.

Yoshinobu Kawahara, Yoshihiro Yamazaki, Keisuke Taga, 2021, Chaos.

Designing two-dimensional limit-cycle oscillators with prescribed trajectories and phase-response characteristics

H. Nakao, N. Namura, Tsubasa Ishii, 2023, IEEE Transactions on Automatic Control.

Asymptotic Phase and Amplitude for Classical and Semiclassical Stochastic Oscillators via Koopman Operator Theory

H. Nakao, Jinjie Zhu, W. Kurebayashi, 2021, Mathematics.

Phase and Amplitude Description of Complex Oscillatory Patterns in Reaction-Diffusion Systems

H. Nakao, 2021, 2104.11546.

Synchrony of limit-cycle oscillators induced by random external impulses.

Y. Kuramoto, Y. Tsubo, H. Nakao, 2005, Physical review. E, Statistical, nonlinear, and soft matter physics.

Phase reduction method for strongly perturbed limit cycle oscillators.

Sho Shirasaka, Wataru Kurebayashi, Hiroya Nakao, 2013, Physical review letters.

Optimization of periodic input waveforms for global entrainment of weakly forced limit-cycle oscillators

H. Nakao, Jr-Shin Li, Anatoly Zlotnik, 2021, Nonlinear Dynamics.

Design and control of noise-induced synchronization patterns

Mikio Hasegawa, Wataru Kurebayashi, Tsubasa Ishii, 2014, 1502.04951.

Experimental synchronization of circuit oscillations induced by common telegraph noise.

Hiroya Nakao, H. Nakao, Ken Nagai, 2009, Physical review. E, Statistical, nonlinear, and soft matter physics.

Analytical Phase Reduction for Weakly Nonlinear Oscillators

H. Nakao, Iv'an Le'on, 2023, 2308.02105.

Adjoint method provides phase response functions for delay-induced oscillations.

Kiyoshi Kotani, Yasuhiko Jimbo, Yutaro Ogawa, 2012, Physical review letters.

Visualization of Correlation Cascade in Spatiotemporal Chaos using Wavelets

Michio Yamada, Hiroya Nakao, Tsuyoshi Mishiro, 2000, Int. J. Bifurc. Chaos.

Phase-Amplitude Reduction and Optimal Phase Locking of Collectively Oscillating Networks

H. Nakao, Jin-Xing Zhu, Petar Mircheski, 2023, Chaos.

Optimization of linear and nonlinear interaction schemes for stable synchronization of weakly coupled limit-cycle oscillators.

H. Nakao, Sho Shirasaka, N. Watanabe, 2019, Physical review. E.

Analytical phase reduction for weakly nonlinear oscillators

H. Nakao, Iv'an Le'on, 2023, Chaos, Solitons & Fractals.

Semiclassical optimization of entrainment stability and phase coherence in weakly forced quantum nonlinear oscillators

H. Nakao, Yuzuru Kato, 2019 .

Modeling cochlear two-tone suppression using a system of nonlinear oscillators with feed-forward coupling

H. Nakao, Masanori Ouchi, 2018, Nonlinear Theory and Its Applications, IEICE.

Higher-order interactions induce anomalous transitions to synchrony.

H. Nakao, S. Hata, Riccardo Muolo, 2023, Chaos.

Statistics of rare strong bursts in autocatalytic stochastic growth with diffusion.

A. Mikhailov, H. Nakao, 2003, Chaos.

Phase Description of Stable Limit-cycle Solutions in Reaction-diffusion Systems

Yoji Kawamura, T. Yanagita, H. Nakao, 2012 .

Multiaffine chemical turbulence

Yoshiki Kuramoto, Hiroya Nakao, Dorjsuren Battogtokh, 1998 .