About: Kuramoto Model of Coupled Oscillators with Positive and Negative Coupling Parameters: An Example of Conformist and Contrarian Oscillators

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About: Kuramoto Model of Coupled Oscillators with Positive and Negative Coupling Parameters: An Example of Conformist and Contrarian Oscillators Goto Sponge NotDistinct Permalink

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scientific article published in Physical Review Letters

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rdf:type	Item
description	artículu científicu (ast) wetenschappelijk artikel (nl) наукова стаття, опублікована в лютому 2011 (uk) im Februar 2011 veröffentlichter wissenschaftlicher Artikel (de) article publié dans la revue scientifique Physical Review Letters (fr) scientific article published in Physical Review Letters (en)
publication date	wds:Q56913082-348AD5F0-AE47-4DD5-96A1-DEEC1B918163
publication date	2011-02-02 00:00:00Z (xsd:dateTime)
language of work or name	wds:Q56913082-BB9C9C98-B96A-46D2-9027-6142141A6FF0
language of work or name	English
cites work	wds:Q56913082-36F76DDC-0317-4A53-9AD2-B89A4C74E06A wds:Q56913082-3A829730-C13A-4D21-BFEA-3AB1ED428D9F wds:Q56913082-5D16869E-F133-43C4-9D34-5B03A7787A33 wds:Q56913082-5D615CAE-4969-4ED8-9D35-DDACD9CB499D wds:Q56913082-66434041-E217-434C-BF2E-BD8D951A1C35 wds:Q56913082-7BDDA997-7020-49DA-BEA6-247A2490327D wds:Q56913082-904AA4D2-0A39-42C6-BC26-C00E8AEEC087 wds:Q56913082-AB6A0F17-40CD-47BC-B4E9-245050746E4C wds:Q56913082-EA8AD9DA-C976-49DF-97DC-9760E6505BD9
cites work	Exact results for the Kuramoto model with a bimodal frequency distribution. Frequency locking in Josephson arrays: Connection with the Kuramoto model Invariant submanifold for series arrays of Josephson junctions. Synchronization in networks of excitatory and inhibitory neurons with sparse, random connectivity. The Kuramoto model: A simple paradigm for synchronization phenomena Solvable model for chimera states of coupled oscillators. Solvable Model of a Spin-Glass Low dimensional behavior of large systems of globally coupled oscillators. Generalized synchronization of spatiotemporal chaos in a liquid crystal spatial light modulator.
author name string	wds:Q56913082-9518CFDE-E16C-4BCD-977C-8263300B21B2
author name string	Hyunsuk Hong
rdfs:label	Kuramoto Model of Coupled Oscillators with Positive and Negative Coupling Parameters: An Example of Conformist and Contrarian Oscillators (en) Kuramoto Model of Coupled Oscillators with Positive and Negative Coupling Parameters: An Example of Conformist and Contrarian Oscillators (nl)
skos:prefLabel	Kuramoto Model of Coupled Oscillators with Positive and Negative Coupling Parameters: An Example of Conformist and Contrarian Oscillators (en) Kuramoto Model of Coupled Oscillators with Positive and Negative Coupling Parameters: An Example of Conformist and Contrarian Oscillators (nl)
name	Kuramoto Model of Coupled Oscillators with Positive and Negative Coupling Parameters: An Example of Conformist and Contrarian Oscillators (en) Kuramoto Model of Coupled Oscillators with Positive and Negative Coupling Parameters: An Example of Conformist and Contrarian Oscillators (nl)
author	wds:Q56913082-6AE72D2D-0243-40A6-9663-E94ADCF17912
author	Steven H. Strogatz
title	wds:Q56913082-AD15D033-A853-4E00-97D8-3FE2CD2180CE
title	Kuramoto Model of Coupled Oscillators with Positive and Negative Coupling Parameters: An Example of Conformist and Contrarian Oscillators (en)
instance of	wds:Q56913082-1A0222DE-A189-4A18-A236-15419C370908
instance of	scholarly article
PubMed ID	wds:Q56913082-C0BF22FF-5805-412E-9C86-D119B6E0B835
PubMed ID	http://rdf.ncbi.nlm.nih.gov/pubchem/reference/21405399
PubMed ID	21405399
published in	wds:Q56913082-0F0306C3-E78C-4D34-8B28-6A1C469E8491
published in	Physical Review Letters
issue	wds:Q56913082-8F91210E-0623-47CE-BA8B-369486D0DCBD
volume	wds:Q56913082-F05BA5DB-CF95-492E-AE34-FA9A6DAD1A8B
issue	5
volume	106
DOI	wds:Q56913082-0F96E737-A713-4608-A1A4-3E409FBD671F
DOI	http://dx.doi.org/10.1103/PHYSREVLETT.106.054102
DOI	10.1103/PHYSREVLETT.106.054102
is about of	https://www.wikidata.org/wiki/Special:EntityData/Q56913082
is cites work of	Glassy states and super-relaxation in populations of coupled phase oscillators Cluster synchrony in systems of coupled phase oscillators with higher-order coupling Phase diagram for the Kuramoto model with van Hemmen interactions. Stationary and traveling wave states of the Kuramoto model with an arbitrary distribution of frequencies and coupling strengths. Multiscale dynamics in communities of phase oscillators. Hierarchical synchrony of phase oscillators in modular networks. Collective synchronization in the presence of reactive coupling and shear diversity. Dynamics and pattern formation in large systems of spatially-coupled oscillators with finite response times. Mean-field behavior in coupled oscillators with attractive and repulsive interactions Conformists and contrarians in a Kuramoto model with identical natural frequencies Nonuniversal Transitions to Synchrony in the Sakaguchi-Kuramoto Model How to suppress undesired synchronization Community structure and multi-modal oscillations in complex networks Photic desynchronization of two subgroups of circadian oscillators in a network model of the suprachiasmatic nucleus with dispersed coupling strengths Coupling between distant biofilms and emergence of nutrient time-sharing. Fashion, cooperation, and social interactions Stable and flexible system for glucose homeostasis Macroscopic self-oscillations and aging transition in a network of synaptically coupled quadratic integrate-and-fire neurons. Mitochondrial networks in cardiac myocytes reveal dynamic coupling behavior Signal-Coupled Subthreshold Hopf-Type Systems Show a Sharpened Collective Response. Phase coherence induced by correlated disorder. Disorder-induced dynamics in a pair of coupled heterogeneous phase oscillator networks. Vortex arrays and mesoscale turbulence of self-propelled particles. Dynamics of globally coupled oscillators: Progress and perspectives. Voter models with contrarian agents. Complex dynamics of a nonlinear voter model with contrarian agents. Cell signaling as a cognitive process. Mouse hair cycle expression dynamics modeled as coupled mesenchymal and epithelial oscillators Phase-lags in large scale brain synchronization: Methodological considerations and in-silico analysis Oscillators that sync and swarm Phase transition in a coevolving network of conformist and contrarian voters Tuning active emulsion dynamics via surfactants and topology Evolutionary design of non-frustrated networks of phase-repulsive oscillators Realization of consensus of multi-agent systems with stochastically mixed interactions. Susceptibility of large populations of coupled oscillators. Dynamics of multifrequency oscillator communities. Dynamics in the Sakaguchi-Kuramoto model with two subpopulations [corrected]. Synchronization and Bellerophon states in conformist and contrarian oscillators. Intermittent Bellerophon state in frequency-weighted Kuramoto model. Coexistence of Quantized, Time Dependent, Clusters in Globally Coupled Oscillators. Incoherent chimera and glassy states in coupled oscillators with frustrated interactions. Chimera states in two populations with heterogeneous phase-lag. Bifurcation study of phase oscillator systems with attractive and repulsive interaction. Synchronization of oscillators in a Kuramoto-type model with generic coupling.

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