Towards an evolutionary theory of the origin of life based on kinetics and thermodynamics
Author(s) -
Robert Pascal,
Addy Pross,
John D. Sutherland
Publication year - 2013
Publication title -
open biology
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 3.078
H-Index - 53
ISSN - 2046-2441
DOI - 10.1098/rsob.130156
Subject(s) - statistical physics , stability (learning theory) , representation (politics) , biology , basis (linear algebra) , dissipation , living systems , connection (principal bundle) , autocatalytic reaction , reproduction , process (computing) , event (particle physics) , state (computer science) , thermodynamics , mathematical economics , computer science , ecology , mathematics , physics , geometry , algorithm , quantum mechanics , machine learning , politics , political science , law , operating system
A sudden transition in a system from an inanimate state to the living state—defined on the basis of present day living organisms—would constitute a highly unlikely event hardly predictable from physical laws. From this uncontroversial idea, a self-consistent representation of the origin of life process is built up, which is based on the possibility of a series of intermediate stages. This approach requires a particular kind of stability for these stages—dynamic kinetic stability (DKS)—which is not usually observed in regular chemistry, and which is reflected in the persistence of entities capable of self-reproduction. The necessary connection of this kinetic behaviour with far-from-equilibrium thermodynamic conditions is emphasized and this leads to an evolutionary view for the origin of life in which multiplying entities must be associated with the dissipation of free energy. Any kind of entity involved in this process has to pay the energetic cost of irreversibility, but, by doing so, the contingent emergence of new functions is made feasible. The consequences of these views on the studies of processes by which life can emerge are inferred.
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