origin of catalytic cycles
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Origin of catalytic cycles Peter Schuster Institut fr Theoretische - PowerPoint PPT Presentation

Origin of catalytic cycles Peter Schuster Institut fr Theoretische Chemie, Universitt Wien, Austria and The Santa Fe Institute, Santa Fe, New Mexico, USA Open Questions on the Origin of Life San Sebastian, 20. 23.05.2009 Web-Page for


  1. Origin of catalytic cycles Peter Schuster Institut für Theoretische Chemie, Universität Wien, Austria and The Santa Fe Institute, Santa Fe, New Mexico, USA Open Questions on the Origin of Life San Sebastian, 20.– 23.05.2009

  2. Web-Page for further information: http://www.tbi.univie.ac.at/~pks

  3. 1971 1977 1988 Chemical kinetics of molecular evolution

  4. The Bethe - vonWeizsäcker catalytic cycle ist responsible – in part – for the energy production in massive stars.

  5. The tricarboxylic acid or citric acid cycle is fuelling the metabolic reactions of the cell.

  6. The citric acid or Krebs cycle (enlarged from previous slide).

  7. A B C D E F G H I J K L Biochemical Pathways 1 2 3 4 5 6 7 8 9 10 The reaction network of cellular metabolism published by Boehringer-Ingelheim.

  8. Complementary ( � ) replication of RNA as an example of an autocatalytic cycle.

  9. Hypercycles with one and two members are common in nature.

  10. Hypercycle dynamics for n=3

  11. Hypercycle dynamics for n=4

  12. Hypercycle dynamics for n=6

  13. Chemical kinetics of replication and mutation as parallel reactions

  14. A fitness landscape including neutrality

  15. Motoo Kimura Is the Kimura scenario correct for frequent mutations?

  16. d H = 1 = = lim ( ) ( ) 0 . 5 x p x p → 0 1 2 p d H = 2 = lim ( ) x p a → 0 1 p = − lim ( ) 1 x p a → 0 2 p d H ≥ 3 random fixation in the sense of Motoo Kimura Pairs of genotypes in neutral replication networks

  17. Neutral network: Individual sequences n = 10, � = 1.1, d = 1.0

  18. Consensus sequence of a quasispecies of two strongly coupled sequences of Hamming distance d H (X i, ,X j ) = 1.

  19. Neutral network: Individual sequences n = 10, � = 1.1, d = 1.0

  20. Consensus sequence of a quasispecies of two strongly coupled sequences of Hamming distance d H (X i, ,X j ) = 2.

  21. N = 7 Neutral networks with increasing � : � = 0.10, s = 229

  22. N = 24 Neutral networks with increasing � : � = 0.15, s = 229

  23. N = 70 Neutral networks with increasing � : � = 0.20, s = 229

  24. Web-Page for further information: http://www.tbi.univie.ac.at/~pks

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