Hiroya Nakao

Professor

Tokyo Institute of Technology

Japan

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About

Hiroya Nakao is a Professor at the Tokyo Institute of Technology in Japan. His research focuses on complex systems, synchronization phenomena, and control mechanisms, as reflected in his recent articles on phase reduction, chimera states, and optimal control techniques. He also investigates noise-induced dynamics and modeling approaches in various physical systems.

Articles (20)

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2021

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2021

Collaborators (6)

Keisuke Taga

Assistant professor (without tenure)

Waseda University

JAPAN

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Yoshinobu KAWAHARA

Osaka University

JAPAN

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Takuto Yamamoto

Osaka University Hospital

JAPAN

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Riccardo Muolo

Institute of Science Tokyo

JAPAN

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Ryota Kobayashi

University of Tokyo

JAPAN

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Yuzuru Kato

Future University Hakodate

JAPAN

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Hiroya Nakao

Research Interests

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About

Articles (20)

Gaussian Process Phase Interpolation for estimating the asymptotic phase of a limit cycle oscillator from time series data

Theory of phase reduction from hypergraphs to simplicial complexes: A general route to higher-order Kuramoto models

Multiple tipping phenomena in a system with a time-dependent parameter excited by coloured noise

Pinning control of chimera states in systems with higher-order interactions

Optimal control for phase locking of synchronized oscillator populations via dynamical reduction techniques

Spatial locking of chimera states to frequency heterogeneity in nonlocally coupled oscillators

A central pattern generator network for simple control of gait transitions in hexapod robots based on phase reduction

Complex synchronization transitions in globally coupled excitable systems with noise-induced coherent oscillations

Reconstructing Attractors of a Conceptual Airfoil System via Next Generation Reservoir Computing

Inferring noise intensity and phase response from noisy synchronous oscillators

Quantum asymptotic phases reveal signatures of quantum synchronization

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

Phase reduction of strongly coupled limit-cycle oscillators

Turing instability in quantum activator–inhibitor systems

Noise-tuned bursting in a Hedgehog burster

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

Phase dynamics of noise-induced coherent oscillations in excitable systems

Koopman spectral analysis of elementary cellular automata

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

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

Collaborators (6)

Keisuke Taga

Yoshinobu KAWAHARA

Takuto Yamamoto

Riccardo Muolo

Ryota Kobayashi

Yuzuru Kato

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