*Replying to Karl, who said:*
one can use a stable model used by neurology and psychology to come closer to understanding how our brain works. This can help to formulate the thoughts Pedro mentioned being obscure. One pictures the brain as a quasi-meteorological model of an extended world containing among others swamp, savanna, arid zones. The dissipation of water above these regions causes clouds to form and storms to discharge the vapor within the clouds. The model observes the lightnings in the model and sets them as an allegory to thoughts (these being electrical discharges) as opposed to hormones (that are the fluids in the swamps). So there is an assumed independence between the rainfall, the humidity of the ground, cloud formation and lightnings. The real meteorologists would not agree with the simplification that the lightning is the central idea of a rainfall, but this is how the picture works (at present). Why I offer these idle thoughts from the biologic sciences to FIS is that it is now possible to make a model of these processes in an abstract, logical fashion. The colleaugues in Fis are scientists in the rational tradition and may find useful that a rational algorithm can be shown to allow simulating the little tricks Nature appears to use. Nature changes the form of the imbalance, once too many or too few lightnings, once too much or lacking water - relative to the other representation's stable state. There are TWO sets of reference. The deviation between the two sets of references is what Nature uses in its manifold activities. This model looks at the physical equivalences in two realms by modeling in thermodynamics. Today in thermodynamics we have an advancing perspective known as the ‘Maximum Entropy Production Principle’ (MEPP) for relatively simple systems like weather, or Maximum Energy Dispersal Principle’ (MEDP) for complicated material systems like the brain. In both cases the dynamics are controlled by the Second Law of Thermodynamics, which imposes that the available energy gradients will be dissipated in the least possible time, taking the easiest routes available. This becomes very interesting in the brain, where the flow of depolarizations would then be predicted to be biased in the direction of more habitual ‘thoughts’. I think that this prediction seems to be born out in our own experiences of the frequent return of our attention to various insistent thoughts. I recommend that Karl inquire into MEPP. For this purpose I paste in some references. STAN MEPP related publications: Annila, A. and S.N. Salthe, 2009. Economies evolve by energy dispersal. Entropy, 2009, 11: 606-633. Annila, A. and S.N. Salthe, 2010. Physical foundations of evolutionary theory. Journal on Non-Equilibrium Thermodynamics 35: 301-321. Annila, A. and S.N. Salthe, 2010. Cultural naturalism. Entropy, 2010, 12: 1325-1352. Bejan, A. and S. Lorente, 2010. The constructal law of design and evolution in nature. Philosophical Transactions of the Royal Society, B, 365: 1335-1347. Brooks, D.R. and E.O. Wiley, 1988. Evolution As Entropy: Toward A Unified Theory Of Biology (2nd. ed.) Chicago. University of Chicago Press. Chaisson, E.J., 2008. Long-term global heating from energy usage. Eos, Transactions of the American Geophysical Union 89: 353-255. DeLong, J.P., J.G. Okie, M.E. Moses, R.M. Sibly and J.H. Brown, 2010. Shifts in metabolic scaling, production, and efficiency across major evolutionary transitions of life. Proceedings of the Natiional Academy of Sciences. Early EDition Dewar, R. C., 2003. Information theory explanation of the fluctuation theorem, maximum entropy production, and self-organized criticality in non-equilibrium stationary states. Journal of Physics, A Mathematics and General 36: L631-L641. Dewar, R.C., 2005. Maximum entropy production and the fluctuation theorem. Journal of Physics A Mathematics and General 38: L371-L381. Dewar, R.C., 2009. Maximum entropy production as an inference algorithm that translates physical assumptions into macroscopic predictions: Don't shoot the messenger. Entropy 2009. 11: 931-944. Dewar. R.C. and A. Porté, 2008. Statistical mechanics unifies different ecological patterns. Journal of Theoretical Biology 251:389-403. Dyke, J. and A. Kleidon. 2010. The maximum entropy production principle: its theoretical foundations and applications to the Earth system. Entropy 2010, 12:613-630. Herrmann-Pillath, C., 2010. Entropy, function and evolution: naturalizing Peircean semiosis. Entropy 2010, 12: 197-242. Kleidon, A. (2009): Non-equilibrium Thermodynamics and Maximum Entropy Production in the Earth System: Applications and Implications, Naturwissenschaften 96: 653-677. Kleidon, A. (2010): Non-equilibrium Thermodynamics, Maximum Entropy Production and Earth-system evolution, Philosophical Transactions of the Royal Society A, 368: 181-196. Kleidon, A. and R. Lorenz (eds) Non-equilibrium Thermodynamics and the Production of Entropy: Life Earth, and Beyond Heidelberg: Springer. Lineweaver, C.H. 2005. Cosmological and biological reproducibility: limits of the maximum entropy production principle. In Kleidon, A. and Lorenz, R. Non-equilibrium Thermodynamics and the Production of Entropy: Life, Earth and Beyond. Springer Pp. 67-76. Lineweaver, C.H. and C.A. Egan, 2008. Life, gravity and the second law of thermodynamics. Physics of Life Reviews (2008) doi:10.1016/j.plrev.2008.08.002 Lorenz. R.D., 2002. Planets, life and the production of entropy. International Journal of Astrobiology 1: 3-13. Mahulikar, S.P. and H. Herwig, 2004. Conceptual Investigation of the Entropy Principle for Indentification of Directives for Creation, Existence and Total Destruction of Order. Physica Scripta. Vol. 70, 212-22i. Martyushev, L.M., 2010. Maximum entropy production principle: two basic questions. Philosophical Transactions of the Royal Society, B, 365: 1333-1334. Paltridge, G., 1975. Global dynamics and climate -- a system of minimum entropy exchange. Quarterly Journal of the Royal Meteorological Society 101:475-484. Salthe, S.N., 1993. Development And Evolution: Complexity And Change In Biology. Cambridge, MA: MIT Press. Salthe, S.N., 2004. The spontaneous origin of new levels in dynamical hierarchies. Entropy 2004, 6[3]: 327-343. Salthe, S.N., 2010. Development (and evolution) of the universe. Foundations of Science. In Press Schneider, E.D. and Kay, J.J., 1994. Life as a manifestation of the Second Law of thermodynamics. Mathematical and Computer Modelling 19: 25-48. Schneider, E.D. and D. Sagan., 2005. Into the Cool: Energy Flow, Thermodynamics, and Life. Chicago: University of Chicago Press. Sharma, V. and A. Annila, 2007. Natural process – natural selection. Biophysical Chemistry 127: 123-128. Swenson, R., 1989. Emergent attractors and the law of maximum entropy production: foundations to a theory of general evolution. Systems Research 6: 187-198. Swenson, R., 1997. Autocatakinetics, evolution, and the law of maximum entropy production. Advances in Human Ecology 6: 1-47. Ulanowicz, R.D.and B.M. Hannon, 1987. Life and the production of entropy. Proceedings of the Royal Society B 232: 181-192. Vallino, J.J., 2010. Ecosystem biogeochemistry considered as a distributed metabolic network ordered by maximum entropy production. Philosophical Transactions of the Royal Society, B, 365: 1417-1427. Virgo, N. 2010, From maximum entropy to maximum entropy production: a new approach. Entropy 2010, 12: 107-126. Zupanovic, P., S. Botric, D. Juretic and D. Kuic. 2010. Relaxation processes and the maximum entropy production principle. Entropy, 2010.12: 473-479. Zupanovic, P., D. Kuic, Z.B. Losic, D. petrov, D. juretic and M. Brumen 2010. The maximum entropy production principle and linear irreversible processes. Entropy 2010, 12: 996-1005.
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