Periodic pattern formation in reaction-diffusion systems: an introduction for numerical simulation.

Periodic pattern formation in reaction-diffusion systems: an introduction for numerical simulation.

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The aim of the present review is to provide a comprehensive explanation of Turing reaction-diffusion systems in sufficient detail to allow readers to perform numerical calculations themselves. The reaction-diffusion model is widely studied in the field of mathematical biology, serves as a powerful p...

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التفاصيل البيبلوغرافية
المؤلفون الرئيسيون:	Miura, T, Maini, P
التنسيق:	Journal article
اللغة:	English
منشور في:	2004

مواد مشابهة

Periodic pattern formation in reaction-diffusion systems -an introduction for numerical simulation
حسب: Miura, T, وآخرون
منشور في: (2004)

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Speed of pattern appearance in reaction-diffusion models: Implications in the pattern formation of limb bud mesenchyme cells
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Pattern formation in reaction diffusion models with spatially inhomogeneous diffusion coefficients
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Pattern formation in reaction-diffusion models with nonuniform domain growth.
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Reaction and diffusion on growing domains: scenarios for robust pattern formation.
حسب: Crampin, E, وآخرون
منشور في: (1999)

Pattern formation in spatially heterogeneous Turing reaction-diffusion models
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Pattern formation in spatially heterogeneous Turing reaction-diffusion models
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Pattern formation mechanisms - a comparison of reaction diffusion and mechanochemical models
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Stochastic reaction and diffusion on growing domains: understanding the breakdown of robust pattern formation.
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Oscillatory Turing patterns in a simple reaction-diffusion system
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Velocity-induced numerical solutions of reaction-diffusion systems on continuously growing domains
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Isolating patterns in open reaction-diffusion systems
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Effects of intrinsic stochasticity on delayed reaction-diffusion patterning systems.
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Effects of intrinsic stochasticity on delayed reaction-diffusion patterning systems.
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منشور في: (2012)

Effects of intrinsic stochasticity on delayed reaction-diffusion patterning systems
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Spatial heterogeneity localizes Turing patterns in reaction-cross-diffusion systems
حسب: Gaffney, E, وآخرون
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Steady-state patterns in a reaction diffusion system with mixed boundary conditions
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Mixed-mode pattern in Doublefoot mutant mouse limb--Turing reaction-diffusion model on a growing domain during limb development.
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Mixed mode pattern in Doublefoot mutant mouse limb - Turing reaction-diffusion model on a growing domain during limb development
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