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Mathematical Aspects of Pattern Formation in Biological Systems

, convection, many-component systems. Mathematical Aspects of Pattern Formation in Biological Systems will be of interest to graduate students and;

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Instabilities, Bifurcations, and Fluctuations in Chemical Systems

Twentieth-century research in the field of chemical pattern formation saw extraordinary progress due to the pathbreaking contributions;

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Dynamics of Biological Systems

activation and disease diffusion. The mathematical models and computer simulations offer insight into the dynamics of temporal and spatial biological;

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Dynamics, Bifurcation and Symmetry

of view of symmetry breaking, which has been revealed to be a powerful tool in the understanding of pattern formation and in the scientific;

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Dynamics Of Self-Organized And Self-Assembled Structures

constituents may self-assemble to produce complex ordered structures. This book describes how such pattern formation processes occur and how they can;

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From Pattern Formation to Material Computation

This book addresses topics of mobile multi-agent systems, pattern formation, biological modelling, artificial life, unconventional;

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Pattern Formation In The Physical And Biological Sciences

This volume contains the best lectures from the Summer School Lectures volumes dealing with the theme of pattern formation. Topics include;

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Pattern Formation In The Physical And Biological Sciences

This volume contains the best lectures from the Summer School Lectures volumes dealing with the theme of pattern formation. Topics include;

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Spatial Dynamics and Pattern Formation in Biological Populations

examples of pattern formation in these models. The analysis of patterns enables us to study the dynamics of macroscopic and microscopic behaviour;

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Nonlinear Phenomena Research Perspectives

reactions, biological behaviour. Applications include solitons, integrable systems, cellular automata, pattern formation, qualitative structure and;

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New Nonlinear Phenomena Research

automata, pattern formation, qualitative structure and bifurcation theory, onset of chaos and turbulence, analytic dynamics, and transport;

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Computational Systems Biology of Synaptic Plasticity

This book demonstrates the power of mathematical thinking in understanding the biological complexity that exists within the brain. It looks;

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Self-Organization in Biological Systems

examines numerous examples of self-organization in the natural world. Self-organization refers to diverse pattern formation processes in the;

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On Growth And Form

Spatio--temporal pattern formation is a major area of research within the subject of mathematical biology. The topic involves the use;

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Spatiotemporal Patterns in Ecology and Epidemiology

of pattern formation, Spatiotemporal Patterns in Ecology and Epidemiology: Theory, Models, and Simulation illustrates how mathematical modeling and;

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Spatiotemporal Patterns in Ecology and Epidemiology

of pattern formation, Spatiotemporal Patterns in Ecology and Epidemiology: Theory, Models, and Simulation illustrates how mathematical modeling and;

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Networks Of Interacting Machines

equations, control theory, pattern formation, graph theory, discrete event simulations, stochastic processes, and others. The application areas;

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Experimental and Theoretical Advances in Biological Pattern Formation

, Drosophila, cell movement, and general pattern formation. Topics include: evolutionary analysis of morphological patterns; a field model of symmetry;

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Hormones as Tokens of Selection

multifaceted problem Pays close attention to both the biological and mathematical modelling aspects of the subject matter, exploring the;

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Interfacial Wave Theory of Pattern Formation in Solidification

This comprehensive work explores interfacial instability and pattern formation in dynamic systems away from the equilibrium state;

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Integrodifference Equations in Spatial Ecology

integrodifference equations. The theory in the book is motivated and illustrated by many examples from conservation biology, biological invasions, pattern;

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Integrodifference Equations in Spatial Ecology

integrodifference equations. The theory in the book is motivated and illustrated by many examples from conservation biology, biological invasions, pattern;

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Biomedical Fluid Dynamics

, pulsatile flow, and pattern formation. It bridges the divide among biomedical engineering students between those with an engineering and those with;

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Biomedical Fluid Dynamics

, pulsatile flow, and pattern formation. It bridges the divide among biomedical engineering students between those with an engineering and those with;

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Modeling Cellular Systems

contributions cover signaling pathways, stochastic effects, cell motility and mechanics, pattern formation processes, as well as multi-scale approaches;

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New Trends in the Physics and Mechanics of Biological Systems: Lecture Notes of the Les Houches Summer School

In July 2009, many experts in the mathematical modelling of biological sciences gathered in Les Houches for a 4-week summer school on the;

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Biological Systems

This book collects recent advances in the field of nonlinear dynamics in biological systems. Focusing on medical applications as well as;

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