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A THERMODYNAMIC THEORY OF THE ORIGIN AND HIERARCHICAL EVOLUTION OF LIVING SYSTEMS
Author(s) -
Hamilton H. J.
Publication year - 1977
Publication title -
zygon®
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.222
H-Index - 23
eISSN - 1467-9744
pISSN - 0591-2385
DOI - 10.1111/j.1467-9744.1977.tb00315.x
Subject(s) - non equilibrium thermodynamics , living systems , thermodynamic system , hierarchy , entropy (arrow of time) , statistical physics , complex system , natural selection , thermodynamic state , laws of thermodynamics , selection (genetic algorithm) , mathematics , mathematical economics , computer science , thermodynamics , physics , material properties , artificial intelligence , law , political science
. Growing interest in the origin of life, the physical foundations of biological theory, and the evolution of animal social systems has led to increasing efforts to understand the processes by which elements or living systems at one level of organizational complexity combine to form stable systems of higher order. J. Bronowski saw the need to extend or reformulate evolutionary theory to deal with the hierarchy problem and to account for the evolution of systems of “stratified stability.” The hierarchy problem has become a matter of great interest also in nonequilibrium thermodynamic theory. An effort is made here to develop an abstract, phenomenological model, based on the laws of thermodynamics, to account for the origin and hierarchical evolution of living systems. It is argued that the principle of minimum entropy production, developed by I. Prigogine, applies generally to all thermodynamic systems and processes and is implicit in an extended and more complete formulation of the second law of thermodynamics. From this are derived a thermodynamic criterion and a principle of thermodynamic selection governing the formation of stable systems of “elements” of various levels of organization. Thermodynamic selection gives rise to the creation of “elements” having increasingly “open” characteristic structures which may combine spontaneously to form “social” or crystalline systems capable of growing and reproducing themselves through processes of fissioning or budding. Such simple, self‐reproducing systems are capable of evolving by natural selection, which is seen to be a special case of the more general process of thermodynamic selection. The principle of natural selection, thus formulated, has the character of a fundamental physical law. Self‐reproducing systems with suitably open hereditary programs may combine to form stable social systems, which may grow and reproduce as a unit. In this way self‐reproducing systems of increasing hierarchical order, size, and organizational complexity may evolve through processes of thermodynamic (natural) selection. Some implications of this open‐ended model and opportunities for testing its empirical and theoretical utility are explored.