Reinforcements have arrived
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Composing life
EMBO Rep. 2000 September 15; 1(3): 217–222.
Daniel Segré and Doron Lancet
Department of Molecular Genetics and The Crown Human Genome Center, The Weizmann Institute of Science, Rehovot 76100, Israel
It is noteworthy that, for identical kinetic parameters, different time courses arise due to minute changes in initial conditions, suggesting chaos-like properties. Within populations of composomes, groups with similar compositions often form, akin to quasi-species of replicating molecules (Eigen and Schuster, 1979; Kuppers, 1983), and these follow evolutionary dynamics of generation and extinction (Segré et al., 1998b, 2000a).
Philos Trans R Soc Lond B Biol Sci. 2006 October 29; 361(1474): 1675–1679.
Introduction: conditions for the emergence of life on the early Earth
Sydney Leach, Ian W.M Smith, and Charles S Cockell
The coexistence of unlinked replicators constituting a primordial genome is shown to be possible by involving various factors, including chaotic flows, surface dynamics and compartmentalization.
Proc Natl Acad Sci U S A. 2000 December 5; 97(25): 13661–13665.
Chaotic flow: The physics of species coexistence
György Károlyi, Áron Péntek, István Scheuring, Tamás Tél,‖ and Zoltán Toroczka
Specific replicase enzymes are needed to increase the copying fidelity, and thus the length of the replicator, but these replicators are too short to code specific enzymes. This is the “Catch 22” of the prebiotic evolution (12). This catch can be resolved if a mechanism maintains the coexistence of several different replicator molecules and therefore the information necessary for more accurate multiplication can be coded by the union of smaller information carriers. Current theories point out coexistence of replicators moving on a surface in a constrained manner (13, 14), preferring thus the concept of “prebiotic pizza” against the concept of “prebiotic soup” (15). We show that chaotic advection also can provide an alternative explanation for information integration in early evolutionary systems.
I could go on and on. There’s actually a whole field of science called
systems biology that is dedicated to this stuff. Why don’t you go take
this course at Harvard:
[MCB 110. Introduction to Quantitative Tools for Cell Biology]
Catalog Number: 58465
Philippe Cluzel
Half course (spring term). Hours to be arranged.
This class will introduce students to the physical and mathematical tools that have become **essential to analyze and understand data in cell biology. **We will review concepts initially developed in physics in order to discuss real examples borrowed from classic experiments in biology. Topics to be covered: Noise, stochastic processes, single molecules, single-cell biology, robustness and evolvability of intracellular networks, modularity in biology,
chaos, cell-to-cell variability, cell fate variability, cell-to-cell communication.
Note: Expected to be given in 2011–12.
Prerequisite: Knowledge of elementary statistical mechanics is helpful, but not necessary.
So, yeah, they teach my position that chaos is essential to evolutionary biology at Harvard University.

But I have nothing to do with that, seriously.
But what did each of you say about this (and me) earlier? Hmm…
A bowl of crow for each of you. My compliments.
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