Stripe formation in juvenile Pomacanthus explained by a generalized turing mechanism with chemotaxis.
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Summary
A generalized Turing model incorporating cell growth and movement is developed and it is demonstrated that the model can explain important features of pattern formation in a growing system such as Pomacanthus.
- Type
- article
- Published
- 1999-05-11
- Cited by
- 257
- References
- 43
- OpenAlex
- https://openalex.org/W10318921
- Semantic Scholar
- https://api.semanticscholar.org/CorpusID:18147419
Keywords
Medicine
References
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- Automated numerical simulation of biological pattern formation based on visual feedback simulation framework
- Mathematical modelling of pattern formation in developmental biology
- Epigenetics: Linking Genotype and Phenotype in Development and Evolution
- TURING PATTERNS ON GROWING SPHERES: THE EXPONENTIAL CASE
- Le tégument des vertèbres et la spécification de l'épithélium cornéen
- Phase separation of bacterial colonies in a limit of high degradation
- Comparing stochastic discrete and deterministic continuum models of cell migration
- Modélisation et étude histologique de gliomes diffus de bas grade
- Modèles et analyses mathématiques pour les mouvements collectifs de cellules
- Exact calculations of survival probability for diffusion on growing lines, disks, and spheres: The role of dimension.
- Reaction-diffusion systems on evolving domains withapplications to the theory of biological pattern formation
- Distributional Fingerprinting of Cell Population Phenotypes and Drug Activities
- PATRONES DE TURING SOBRE ESFERAS CON CRECIMIENTO CONTINUO
- Reaction-Diffusion Models for Biological Pattern Formation
- Image-based Modelling of Organogenesis
- Turing instability conditions for growing domains with divergence free mesh velocity
- Computational examples of reaction–convection–diffusion equations solution under the influence of fluid flow: First example
- Predicting the spatiotemporal dynamics of hair follicle patterns in the developing mouse
- Genetics and evolution of pigment patterns in fish.
- The genetics of geometry.
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