Lindenmayer Systems: Impacts on Theoretical Computer Science, Computer Graphics, and Developmental BiologyGrzegorz Rozenberg, Arto Salomaa Springer Science & Business Media, 6 déc. 2012 - 514 pages L systems are language-theoretic models for developmental biology. They wereintroduced in 1968 by Aristid Lindenmayer (1925-1989) and have proved to be among the most beautiful examples of interdisciplinary science, where work in one area induces fruitful ideas and results in other areas. L systemsare based on relational and set-theoretic concepts, which are more suitable for the discrete and combinatorial structures of biology than mathematical models based on calculus or statistics. L systems have stimulated new work not only in the realistic simulation of developing organisms but also in the theory of automata and formal languages, formal power series, computer graphics, and combinatorics of words. This book contains research papers by almost all leading authorities and by many of the most promising young researchers in the field. The 28 contributions are organized in sections on basic L systems, computer graphics, graph grammars and map L systems, biological aspects and models, and variations and generalizations of L systems. The introductory paper by Lindenmayer and J}rgensen was written for a wide audience and is accessible to the non-specialist reader. The volume documents the state of the art in the theory of L systems and their applications. It will interest researchers and advanced students in theoretical computer science and developmental biology as well as professionals in computer graphics. |
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... rewriting mechanisms for table Lindenmayer systems 183 • M. Pastorová 3. Images from the Path : Computer Graphics , Pictures and Animation L - systems : from formalism to programming languages 193 P. Prusinkiewicz , J. Hanan ...
... rewriting mechanisms for table Lindenmayer systems 183 • M. Pastorová 3. Images from the Path : Computer Graphics , Pictures and Animation L - systems : from formalism to programming languages 193 P. Prusinkiewicz , J. Hanan ...
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... rewriting system instead . This kind of development is actually hardly ever observed in plant branching where growth centres are mostly located at the apices of branches rather than at their bases . The theorem of Herman and Walker and ...
... rewriting system instead . This kind of development is actually hardly ever observed in plant branching where growth centres are mostly located at the apices of branches rather than at their bases . The theorem of Herman and Walker and ...
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Table des matières
3 | |
25 | |
47 | |
Alternating iteration of morphisms and the Kolakovski sequence | 93 |
K Culik II J Karhumäki A Lepistö | 107 |
T Yokomori | 131 |
Simplifications of EOL grammars | 149 |
Th Ottmann D Wood | 167 |
AOL and CFGsize of languages | 177 |
from formalism to programming languages | 193 |
P Prusinkiewicz J Hanan | 229 |
On synchronized Lindenmayer picture languages 253 | 252 |
Parallel hyperedge replacement 271 | 270 |
H Ehrig G Taenzer | 303 |
K Aizawa A Nakamura | 319 |
Autres éditions - Tout afficher
Lindenmayer Systems: Impacts on Theoretical Computer Science, Computer ... Grzegorz Rozenberg,Arto Salomaa Aucun aperçu disponible - 1992 |
Lindenmayer Systems: Impacts on Theoretical Computer Science, Computer ... Grzegorz Rozenberg,Arto Salomaa Aucun aperçu disponible - 2012 |
Expressions et termes fréquents
a₁ algebraic lattice algorithm alphabet application assume automata automaton axiom B₁ c₁ called cell division cell system cellular cellular automata colouring compact compact element Computer Science consider construction contains context context-free context-free grammars contradiction corresponding defined definition denote derivation step developmental division wall DOL system edge labels element EOL grammar example exists Figure finite set formal language theory Fr-OL fragments free monoid G₁ G₂ given grammar G graph grammars graph morphisms graphical Hence hyperedge hyperedge replacement implies incomparable infinite integer isomorphic iterations L-systems L₁ Lemma length Lindenmayer map L-system node nonempty nonterminals obtained P₁ parallel communicating parameters pattern PDOL prefix prefix code problem production rules Proof Proposition recursive resp rewriting Rozenberg Salomaa sequence sequential function simulated skew-morphism splicing string structurally equivalent subset symbols syntax tree system G Theorem Um-1-covered Um-covered vector word