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Titlebook: Mathematical Models for Biological Pattern Formation; Philip K. Maini,Hans G. Othmer Conference proceedings 2001 Springer-Verlag New York,

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Modeling Self-Propelled Deformable Cell Motion in the , Mound; a Status Report,f-organization in the multicellular State is obviously of interest and will undoubtedly have applications to biological systems other than .. In this report, we describe our recent attempts to generate such a model and to thereafter apply it to some recent experimental findings.
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A Minimal Model of Locomotion Applied to the Steady Gliding Movement of Fish Keratocyte Cells,n of the actin-myosin network can explain forward translocation of the cell body. Regulation of graded adhesion between the substrata and the ventral surface of the cell is then discussed. Finally, we derive a one-dimensional mathematical model of cell locomotion applied to fish keratocyte cells.
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,Biological Pattern Formation — A Marriage of Theory and Experiment,ent. Here I briefly discuss a philosophy of such an integrative biology approach. I then describe, by way of example, the successful use of a very simple model — even linear — for the growth of brain tumours in an anatomically accurate brain. All of the model parameters are estimated from experiment
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Spatiotemporal Pattern Formation in Early Development: A Review of Primitive Streak Formation and Sments of tissue via a process called gastrulation, and axial subdivision of tissue in a process called somitogenesis. The first step of gastrulation in avians is formation of the primitive streak, which marks the first clear manifestation of the anterior-posterior axis. Cell movements that occur thr
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Models for Pigment Pattern Formation in the Skin of Fishes,ike. In this article, a brief review of recent work on the pigmentation of the skin is presented. A mathematical model is shown to be able to capture many features associated with the evolving colour patterns on juveniles belonging to the genus of marine angelfish, .. Different forms of growth lead
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Chemical Turing Patterns: A Model System of a Paradigm for Morphogenesis, gel continuously fed unstirred reactor is investigated by means of various weakly nonlinear stability analyses applied to the appropriately scaled governing chlorine dioxide-iodine-malonic acid/indicator reaction-diffusion model system. Then the theoretical predictions deduced from these pattern fo
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Beyond Spots and Stripes: Generation of More Complex Patterns by Modifications and Additions of the, basic insights have been obtained from experiments in which normal development has been perturbed. Like all other biological processes, development must be accomplished by interactions of molecules. From the regulations observed after experimental perturbations one cannot deduce directly the molec
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