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Anti entropy
Anti entropy






Schiff, Quantum Mechanics ( MacGraw Hill, New York, 1955 ). Leyton, A Generative Theory of Shape ( Springer, Berlin, 2004 ). Zelter M., L'homme et son environnement.S. Seymour, Bryobatrachus nimbus, Physiol.

anti entropy

Schmidt–Nielsen, Scaling: Why is Animal Size so Important? ( Cambridge University Press, UK, 1984 ). Peters, The Ecological Implications of Body Size ( Cambridge University Press, UK, 1983 ). Sprott, Chaos and Time-Series Analysis ( Oxford University Press, UK, 2003 ). D. Singh (National Brain Research Centre, New Delhi, India, 2003) pp. F. Bailly and G. Longo, Objective and epistemic complexity in biology, Proceedings of the International Conference on Theoretical Neurobiology, ed.Jensen, Self-Organized Criticality: Emergent Complex Behavior in Physical and Biological Systems, Cambridge Lectures in Physics ( Cambridge University Press, UK, 1998 ). , The Theory of Critical Phenomena: An Introduction to the Renormalization Group ( Oxford University Press, UK, 1992 ). Tononi, A Universe of Consciousness ( Basic Book, 2000 ). Kauffman, Origins of Order: Self Organization and Selection in Evolution ( Oxford University Press, UK, 1993 ). Prigogine, Self –Organization in Nonequilibrium Systems ( John Willey, 1977 ). G. Longo and P.-E. Tendero, Found Sci.Fox Keller, The Century of the Gene ( Harvard University Press, 2000 ). Schrödinger, What Is Life? ( Cambridge University Press, Cambridge, 1944 ). Finally, a tentative and quantitative evaluation of complexity is proposed, also in relation to some empirical data ( Caenorhabditis elegans).Į. This allows to compare various relevant coefficients appearing in these scaling laws, which fit empirical data. On the grounds of this approach, we analyze the metabolism and scaling laws. We then present, based on the existence of different time scales, a partition of ontogenetic time, in reference to entropy and anti-entropy variation. The first application of our proposal is a simple mathematical reconstruction of Gould's complexity curve of biomass over complexity as it applies to evolution. We borrow only the operatorial approach from this equation and do so using a classical framework, since we use real coefficients instead of complex ones, thus falling outside of the mathematical framework of quantum theories. A close analysis of anti-entropy will be performed from the perspective of a diffusion equation of biomass over "complexity" and, as a complementary approach and as a tool for specifying a source term, in connection to Schrödinger's method regarding his equation in the field of Quantum Mechanics.

anti entropy anti entropy

We examine far from equilibrium systems and we focus in particular on the production of global entropy associated to the irreversible character of the processes. A traditional balance equation for the metabolism will then be extended to the new notion as specified by these principles. To this purpose, we introduce two principles, in addition to the thermodynamic ones, which are (mathematically) compatible with traditional principles but which have no meaning with regard to inert matter. This paper proposes a systemic perspective for some aspects of both phylogenesis and ontogenesis by expressing biological organization in terms of "anti-entropy", a notion to be defined below and which conceptually differs from the common use of "negative entropy".








Anti entropy