Search results for "self-organizing"

showing 10 items of 88 documents

Interest-based topology management in unstructured peer-to-peer networks

2012

P2Pverkkotopologiatiedonhakujärjestelmätneuroverkottiedonsiirtopeer-to-peer networksoverlay topologyvertaisverkotoptimointialgoritmittopology managementself-organizingsimulointitietoverkotresource discovery
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Turing Patterns in Nonlinear Optics

2000

The phenomenon of pattern formation in nonlinear optical resonators is commonly related to an off-resonance excitation mechanism, where patterns occur due to mismatch between the excitation and resonance frequency. In this paper we show that the patterns in nonlinear optics can also occur due to the interplay between diffractions of coupled field components. The reported mechanism is analogous to that of local activation and lateral inhibition found in reaction-diffusion systems by Turing. We study concretely the degenerate optical parametric oscillators. A local activator-lateral inhibitor mechanism is responsible for generation of Turing patterns in form of hexagons.

PhysicsField (physics)genetic structuresDegenerate energy levelsNonlinear opticsPattern formationFOS: Physical sciencesPattern Formation and Solitons (nlin.PS)Nonlinear Sciences - Pattern Formation and SolitonsNonlinear Sciences - Adaptation and Self-Organizing SystemsAtomic and Molecular Physics and OpticsElectronic Optical and Magnetic MaterialsResonatorClassical mechanicsLateral inhibitionElectrical and Electronic EngineeringPhysical and Theoretical ChemistryTuringcomputerAdaptation and Self-Organizing Systems (nlin.AO)ExcitationPhysics - Opticscomputer.programming_languageOptics (physics.optics)
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Cellular automaton for chimera states

2016

A minimalistic model for chimera states is presented. The model is a cellular automaton (CA) which depends on only one adjustable parameter, the range of the nonlocal coupling, and is built from elementary cellular automata and the majority (voting) rule. This suggests the universality of chimera-like behavior from a new point of view: Already simple CA rules based on the majority rule exhibit this behavior. After a short transient, we find chimera states for arbitrary initial conditions, the system spontaneously splitting into stable domains separated by static boundaries, ones synchronously oscillating and the others incoherent. When the coupling range is local, nontrivial coherent struct…

PhysicsMajority ruleCellular Automata and Lattice Gases (nlin.CG)General Physics and AstronomyFOS: Physical sciencesPattern Formation and Solitons (nlin.PS)Nonlinear Sciences - Chaotic DynamicsNonlinear Sciences::Cellular Automata and Lattice Gases01 natural sciencesNonlinear Sciences - Pattern Formation and SolitonsCellular automatonNonlinear Sciences - Adaptation and Self-Organizing Systems010305 fluids & plasmasUniversality (dynamical systems)Chimera (genetics)Elementary cellular automaton0103 physical sciencesLagrangian coherent structuresStatistical physicsChaotic Dynamics (nlin.CD)010306 general physicsNonlinear Sciences - Cellular Automata and Lattice GasesAdaptation and Self-Organizing Systems (nlin.AO)
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Asymmetric balance in symmetry breaking

2020

Spontaneous symmetry breaking is central to our understanding of physics and explains many natural phenomena, from cosmic scales to subatomic particles. Its use for applications requires devices with a high level of symmetry, but engineered systems are always imperfect. Surprisingly, the impact of such imperfections has barely been studied, and restricted to a single asymmetry. Here, we experimentally study spontaneous symmetry breaking with two controllable asymmetries. We remarkably find that features typical of spontaneous symmetry breaking, while destroyed by one asymmetry, can be restored by introducing a second asymmetry. In essence, asymmetries are found to balance each other. Our st…

Physicsmedia_common.quotation_subjectSpontaneous symmetry breakingFOS: Physical sciencesPattern Formation and Solitons (nlin.PS)Polarization (waves)Nonlinear Sciences - Pattern Formation and SolitonsAsymmetryNonlinear Sciences - Adaptation and Self-Organizing SystemsNonlinear systemTheoretical physicsPitchfork bifurcationSymmetry breakingSubatomic particleAdaptation and Self-Organizing Systems (nlin.AO)QCBifurcationPhysics - OpticsOptics (physics.optics)media_commonPhysical Review Research
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Optical Frequency Combs Generated in Silica Microspheres in the Telecommunication C-, U-, and E-Bands

2021

Optical frequency combs (OFCs) generated in microresonators with whispering gallery modes are demanded for different applications including telecommunications. Extending operating spectral ranges is an important problem for wavelength-division multiplexing systems based on microresonators. We demonstrate experimentally three spectrally separated OFCs in the C-, U-, and E-bands in silica microspheres which, in principle, can be used for telecommunication applications. For qualitative explanation of the OFC generation in the sidebands, we calculated gain coefficients and gain bandwidths for degenerate four-wave mixing (FWM) processes. We also attained a regime when the pump frequency was in t…

Physics::OpticsSoliton (optics)MultiplexingPhysics::GeophysicsFour-wave mixingNonlinear Sciences::Adaptation and Self-Organizing Systemssilica microsphereDispersion (optics)Radiology Nuclear Medicine and imagingApplied optics. PhotonicsInstrumentationMixing (physics)PhysicsComputer simulationQuantitative Biology::Neurons and Cognitionbusiness.industryDegenerate energy levelsAtomic and Molecular Physics and OpticsTA1501-1820Raman OFCoptical frequency comb (OFC)Whispering-gallery wavefour-wave mixingTelecommunicationsbusinesssoliton-like spectrumPhotonics
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AN HYPERBOLIC-PARABOLIC PREDATOR-PREY MODEL INVOLVING A VOLE POPULATION STRUCTURED IN AGE

2020

Abstract We prove existence and stability of entropy solutions for a predator-prey system consisting of an hyperbolic equation for predators and a parabolic-hyperbolic equation for preys. The preys' equation, which represents the evolution of a population of voles as in [2] , depends on time, t, age, a, and on a 2-dimensional space variable x, and it is supplemented by a nonlocal boundary condition at a = 0 . The drift term in the predators' equation depends nonlocally on the density of preys and the two equations are also coupled via classical source terms of Lotka-Volterra type, as in [4] . We establish existence of solutions by applying the vanishing viscosity method, and we prove stabil…

Population dynamicsPopulationType (model theory)Space (mathematics)01 natural sciencesStability (probability)Predator-prey systemsNonlinear Sciences::Adaptation and Self-Organizing SystemsApplied mathematicsQuantitative Biology::Populations and Evolution[MATH.MATH-AP]Mathematics [math]/Analysis of PDEs [math.AP]0101 mathematicseducationEntropy (arrow of time)Variable (mathematics)Mathematicseducation.field_of_studyApplied Mathematics010102 general mathematicsNonlocal boundary value problemNonlocal conservation lawsParabolic-hyperbolic equationsTerm (time)010101 applied mathematicsPopulation dynamics Predator-prey systems Parabolic-hyperbolic equations Nonlocal conservation laws Nonlocal boundary value problemHyperbolic partial differential equationAnalysis
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Network of Concepts and Ideas

2010

We present the results of an experiment designed to investigate the way information is organized and stored in the human brain. In particular, we are using controlled stimuli to reverse engineer the networks of ideas and concepts in order to answer the following questions. (1) Are the networks of ideas and concepts in the human brain invoked by verbal and visual stimuli distinct from each other? The answer appears to be no for the network of ideas and inconclusive for the network of concepts. (2) What is the topology of these networks? Our experimental results show that both are small-world networks, with the network of ideas being random and the network of concepts scale-free.

Reverse engineeringCognitive scienceVisual perceptionGeneral Computer ScienceSettore INF/01 - InformaticaComputer sciencebusiness.industryTopology (electrical circuits)Self-organizing networkcomputer.software_genreArtificial intelligencebusinesscomputerhuman information processing human vision system self-organizing networks conceptual networks
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How do we understand other's intentions? - An implementation of mindreading in artificial systems -

SOM Self-Organizing Map A-SOM Associative Self-Organizing Map NN Neural Network AR Action Recognition HM Hierarchical models IU Intention Understanding HRI Human Robot Interaction
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Action Recognition based on Hierarchical Self-Organizing Maps

2014

We propose a hierarchical neural architecture able to recognise observed human actions. Each layer in the architecture represents increasingly complex human activity features. The first layer consists of a SOM which performs dimensionality reduction and clustering of the feature space. It represents the dynamics of the stream of posture frames in action sequences as activity trajectories over time. The second layer in the hierarchy consists of another SOM which clusters the activity trajectories of the first-layer SOM and thus it learns to represent action prototypes independent of how long the activity trajectories last. The third layer of the hierarchy consists of a neural network that le…

Self-Organizing Map Neural Network Action Recognition Hierarchical models Intention UnderstandingSettore ING-INF/05 - Sistemi Di Elaborazione Delle Informazioni
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Postural Control Profiles of Typically Developing Children From 6 to 12 Years old: An Approach Using Self-Organizing Maps

2020

The purposes of the present study were a) to establish postural control profiles for individuals 6–12 years of age, b) to analyze the participants’ characteristics (age, sex, weight, height, and physical activity) in those profiles, and c) to analyze the influence of visual information in the profiles found. Two hundred and eight typically developing children aged 6–12 years performed two trials in bipedal standing position with eyes open and closed. Feature extraction involved time, frequency, and sway-density plot variables using signals from the center of pressure. A Self-Organizing Map was used to classify and visualize the values of the participants in all the postural control variable…

Self-organizing map03 medical and health sciencesTypically developing0302 clinical medicineCognitive NeuroscienceBiophysicsExperimental and Cognitive PsychologyOrthopedics and Sports Medicine030229 sport sciencesPsychology030217 neurology & neurosurgeryCognitive psychologyPostural controlJournal of Motor Learning and Development
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