Zotero Cellular automaton simulations and evidence for undecidability. Reentrant behavior in the Domany-Kinzel cellular automaton. 1981. 1990. Aperiodicity in one-dimensional cellular automata. 1989. Twenty problems in the theory of cellular automata. 1992. 1995. bücher.de, um das eBook-Abo tolino select nutzen zu können. 1990.
The importance of being discrete (and spatial). New in this edition are chapters covering cell migration, tissue development, and cancer dynamics, as well as updated references and new research topic suggestions that reflect the rapid development of the field.The book begins with an introduction to pattern-forming principles in biology and the various mathematical modeling techniques that can be used to analyze them.
1986. Habilitationsschrift, University of Bonn.Deutsch, A. Amoeboid-mesenchymal migration plasticity promotes invasion only in complex heterogeneous microenvironments. Over 10 million scientific documents at your fingertips Agur, Z.
Analysis of a pattern forming lattice-gas automaton: mean-field theory and beyond. Mobility versus density-limited predator-prey dynamics on different spatial scales. Generic modelling of cooperative growth patterns in bacterial colonies. 1994b. 1994. 2001. 1996.
Journal of Theoretical Biology 160 : 97-133. Kusch, I., and M. Markus. Lobry C. an H. Elmoznino (2000).
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Kurka, P. 1997. Fourier analysis of Turing-like pattern formation in cellular automaton models. 1994a. Talkenberger, K., E. A. Cavalvanti-Adam, A. Deutsch, and A. Voß-Böhme. From local to global: the lesson of cellular automata. In Börner, U., A. Deutsch, and M. Bär. 1978. 1963. In Deutsch, A., A. Atoms. Cellular automata: a model for the formation of colour patterns in molluscs. In the final chapter, the authors critically discuss possibilities and limitations of the cellular automaton approach in modeling various biological applications, along with future research directions. -Mathematical ReviewsAndreas Deutsch, PhD, Department for Innovative Methods of Computing, Center for Information Services and High Performance Computing, Technische Universität Dresden. Swindale, N. V. 1980. Tyson, J. J., and J. P. Keener. Larger than life: digital creatures in a family of two-dimensional cellular automata.
Biological lattice-gas cellular automata. Durrett, R., and S. A. Levin. Combinatorial Properties of some Cellular Automata Related to the Mosaïc Cycle Concept. 2017.
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