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Information and Information Processing in Biological Systems Peter Schuster, Ers Szathmry, and Avshalom Elitzur Institut fr Theoretische Chemie, Universitt Wien, Austria, Collegium Budapest Institute for Advanced Study , Ungarn, and


  1. Information and Information Processing in Biological Systems Peter Schuster, Eörs Szathmáry, and Avshalom Elitzur Institut für Theoretische Chemie, Universität Wien, Austria, Collegium Budapest – Institute for Advanced Study , Ungarn, and Bar-Ilan University, Israel Europäisches Forum Alpbach Alpbach, 18.– 25.08.2005

  2. Web-Pages for further information: http://www.tbi.univie.ac.at/~pks http://www.colbud.hu/fellows/szathmary.shtml http://faculty.biu.ac.il/~elitzua/

  3. Primitive Forms of Learning Peter Schuster, Institut für Theoretische Chemie, Universität Wien

  4. Agent of class 1: The RNA molecule

  5. In silico optimization in the flow reactor: Evolutionary Trajectory

  6. 28 neutral point mutations during a long quasi-stationary epoch Transition inducing point mutations Neutral point mutations leave the change the molecular structure molecular structure unchanged Neutral genotype evolution during phenotypic stasis

  7. Evolutionary trajectory Spreading of the population on neutral networks Drift of the population center in sequence space

  8. Spreading and evolution of a population on a neutral network: t = 150

  9. Spreading and evolution of a population on a neutral network : t = 170

  10. Spreading and evolution of a population on a neutral network : t = 200

  11. Spreading and evolution of a population on a neutral network : t = 350

  12. Spreading and evolution of a population on a neutral network : t = 500

  13. Spreading and evolution of a population on a neutral network : t = 650

  14. Spreading and evolution of a population on a neutral network : t = 820

  15. Spreading and evolution of a population on a neutral network : t = 825

  16. Spreading and evolution of a population on a neutral network : t = 830

  17. Spreading and evolution of a population on a neutral network : t = 835

  18. Spreading and evolution of a population on a neutral network : t = 840

  19. Spreading and evolution of a population on a neutral network : t = 845

  20. Spreading and evolution of a population on a neutral network : t = 850

  21. Spreading and evolution of a population on a neutral network : t = 855

  22. Agent of class 2: The ant worker

  23. Ant colony Random foraging Food source Foraging behavior of ant colonies

  24. Ant colony Food source detected Food source Foraging behavior of ant colonies

  25. Ant colony Pheromone trail laid down Food source Foraging behavior of ant colonies

  26. Ant colony Pheromone controlled trail Food source Foraging behavior of ant colonies

  27. Evolution of RNA Foraging ants Element RNA nucleotide Individual worker ant Genotype RNA sequence Worker ant collective Phenotype RNA structure Foraging path Learning entity Population of molecules Ant colony Relation between elements Mutation Reorientation of path segment Search process Optimization of structure Optimization of path Search space Sequence space Three-dimensional space Random step Mutation Segment of ant walk Self-enhancing process Replication Secretion of pheromone Measure of activity Mean replication rate Mean pheromone concentration Goal of the search Target structure Richest food source Temporary memory Sequence distribution Pheromone trail Learning at population or colony level by variation and selection of success is based on creation of information on the environment. Two examples: (i) RNA model and (ii) ant colony

  28. Wolfgang Wieser. Die Erfindung der Individualität oder die zwei Gesichter der Evolution. Spektrum Akademischer Verlag, Heidelberg 1998. A.C.Wilson. The Molecular Basis of Evolution. Scientific American, Oct.1985, 164-173.

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