about
Simple octagonal and dodecagonal quasicrystalsScaling in Ordered and Critical Random Boolean NetworksReliability of transcriptional cycles and the yeast cell-cycle oscillator.Global control of cell-cycle transcription by coupled CDK and network oscillators.Graph fission in an evolving voter modelAutonomous Boolean modelling of developmental gene regulatory networks.Control of electrical alternans in simulations of paced myocardium using extended time-delay autosynchronization.Causal structure of oscillations in gene regulatory networks: Boolean analysis of ordinary differential equation attractors.Quantifying the complexity of random Boolean networks.Delayed transition to new cell fates during cellular reprogramming.Boolean modeling of collective effects in complex networks.On the origin of chaos in autonomous Boolean networks.Regulatory logic and pattern formation in the early sea urchin embryo.Nonlinear elastic stress response in granular packings.Comparison of time-delayed feedback schemes for spatiotemporal control of chaos in a reaction-diffusion system with global coupling.Local action, global impact: forcing nonperiodicity with a single structural unit.Boolean chaos.Network growth models and genetic regulatory networks.Limitation on stabilizing plane waves via time-delay feedback.Evolution in a spatially structured population subject to rare epidemics.Phase transformations in binary colloidal monolayers.Mutual information in random Boolean models of regulatory networksWeak matching rules for quasicrystalsMore ways to tile with only one shape polygonGrowing Perfect QuasicrystalsQuasicrystals. II. Unit-cell configurationsBinary colloidal structures assembled through Ising interactionsAn aperiodic hexagonal tileAnisotropy in granular media: classical elasticity and directed-force chain networkSelection for intermediate mortality and reproduction rates in a spatially structured populationDistortion and peak broadening in quasicrystal diffraction patternsExplanation of peak shapes observed in diffraction from icosahedral quasicrystalsOnoda etal. replyComment on "Scalings of growing self-organized surfaces"Surface fluctuations and criticality in a class of one-dimensional sandpile modelsQuasicrystals with arbitrary orientational symmetryPhonons, phasons, and dislocations in quasicrystalsForce distribution in a scalar model for noncohesive granular materialOn self-organized criticality in nonconserving systemsScale invariance of nonconserved quantities in driven systems
P50
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P50
description
hulumtues
@sq
onderzoeker
@nl
researcher
@en
հետազոտող
@hy
name
Joshua E. S. Socolar
@en
Joshua E. S. Socolar
@es
Joshua E. S. Socolar
@nl
Joshua E. S. Socolar
@sl
Joshua Socolar
@fr
type
label
Joshua E. S. Socolar
@en
Joshua E. S. Socolar
@es
Joshua E. S. Socolar
@nl
Joshua E. S. Socolar
@sl
Joshua Socolar
@fr
altLabel
Joshua E. Socolar
@en
prefLabel
Joshua E. S. Socolar
@en
Joshua E. S. Socolar
@es
Joshua E. S. Socolar
@nl
Joshua E. S. Socolar
@sl
Joshua Socolar
@fr
P106
P21
P31
P496
0000-0003-0532-7099