Simple chemical reaction systems with limit cycle behaviour.
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The smallest chemical reaction system with bistabilityRegulation of Spatiotemporal Patterns by Biological Variability: General Principles and Applications to Dictyostelium discoideumTowards an integrated experimental-theoretical approach for assessing the mechanistic basis of hair and feather morphogenesisReptile scale paradigm: Evo-Devo, pattern formation and regenerationMathematics and biology: a Kantian view on the history of pattern formation theory.Identifying the dynamics of complex spatio-temporal systems by spatial recurrence properties.Developmental origin of patchy axonal connectivity in the neocortex: a computational modelWaves and patterning in developmental biology: vertebrate segmentation and feather bud formation as case studiesComputational Cellular Dynamics Based on the Chemical Master Equation: A Challenge for Understanding Complexity.Reaction-diffusion model of hair-bundle morphogenesis.Bayesian model comparison and parameter inference in systems biology using nested samplingA Model for Selection of Eyespots on Butterfly WingsRobustness and period sensitivity analysis of minimal models for biochemical oscillatorsDifferential diffusivity of Nodal and Lefty underlies a reaction-diffusion patterning system.Simple computation of reaction-diffusion processes on point cloudsTuring's model for biological pattern formation and the robustness problem.The control of branching morphogenesis.How do digits emerge? - mathematical models of limb development.From classical models of morphogenesis to agent-based models of pattern formation.More than Skew: Asymmetric Wave Propagation in a Reaction-Diffusion-Convection System.Turing pattern outside of the Turing domain.The pseudo-compartment method for coupling partial differential equation and compartment-based models of diffusion.Turing-like instabilities from a limit cycle.Cyclic neutropenia associated with T cell immunity to granulocyte proteases and a double de novo mutation in GFI1, a transcriptional regulator of ELANENONLINEAR LANGEVIN MODEL WITH PRODUCT STOCHASTICITY FOR BIOLOGICAL NETWORKS: THE CASE OF THE SCHNAKENBERG MODELAn efficient, nonlinear stability analysis for detecting pattern formation in reaction diffusion systems.Limit cycles in the presence of convection: a traveling wave analysis.Non-invasive estimation of dissipation from non-equilibrium fluctuations in chemical reactions.Stochastic Turing patterns: analysis of compartment-based approaches.Noise-induced temporal dynamics in Turing systems.Reaction-diffusion patterns in plant tip morphogenesis: bifurcations on spherical caps.Turing instability in reaction-subdiffusion systems.The Fokker-Planck law of diffusion and pattern formation in heterogeneous environments.Temporal cross-correlation asymmetry and departure from equilibrium in a bistable chemical system.Bifurcation diagrams and Turing patterns in a chemical self-replicating reaction-diffusion system with cross diffusion.Cross-diffusion-driven instability for reaction-diffusion systems: analysis and simulations.Stochastic amplification of spatial modes in a system with one diffusing species.Reaction-diffusion approach to prevertebrae formation: effect of a local source of morphogen.Pattern production through a chiral chasing mechanism.On the Relation between Chemical Oscillations and Self-Replication.
P2860
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P2860
Simple chemical reaction systems with limit cycle behaviour.
description
1979 nî lūn-bûn
@nan
1979年の論文
@ja
1979年学术文章
@wuu
1979年学术文章
@zh
1979年学术文章
@zh-cn
1979年学术文章
@zh-hans
1979年学术文章
@zh-my
1979年学术文章
@zh-sg
1979年學術文章
@yue
1979年學術文章
@zh-hant
name
Simple chemical reaction systems with limit cycle behaviour.
@en
Simple chemical reaction systems with limit cycle behaviour.
@nl
type
label
Simple chemical reaction systems with limit cycle behaviour.
@en
Simple chemical reaction systems with limit cycle behaviour.
@nl
prefLabel
Simple chemical reaction systems with limit cycle behaviour.
@en
Simple chemical reaction systems with limit cycle behaviour.
@nl
P1476
Simple chemical reaction systems with limit cycle behaviour.
@en
P2093
Schnakenberg J
P304
P356
10.1016/0022-5193(79)90042-0
P407
P577
1979-12-01T00:00:00Z