Ess-theory for finite populations. 1981

B Thomas, and H J Pohley

On the basis of some principles from the philosophy of science, the inadequacy of the ESS-theory as introduced by Maynard Smith and Price as a biological theory is discussed, and an improved ESS-theory for finite populations is presented which can adopt the ideas of the original formalism, although modified. Resulting are explicit conditions on the population sizes that ensure certain strategies to be evolutionarily stable.

UI MeSH Term Description Entries
D010684 Philosophy A love or pursuit of wisdom. A search for the underlying causes and principles of reality. (Webster, 3d ed) Hedonism,Stoicism,Pharmacy Philosophy,Philosophical Overview,Overview, Philosophical,Overviews, Philosophical,Pharmacy Philosophies,Philosophical Overviews,Philosophies,Philosophies, Pharmacy,Philosophy, Pharmacy
D011153 Population The total number of individuals inhabiting a particular region or area. School Age Population,School-Age Population,Population, School Age,Population, School-Age,Populations,Populations, School Age,Populations, School-Age,School Age Populations,School-Age Populations
D005075 Biological Evolution The process of cumulative change over successive generations through which organisms acquire their distinguishing morphological and physiological characteristics. Evolution, Biological
D005716 Game Theory Theoretical construct used in applied mathematics to analyze certain situations in which there is an interplay between parties that may have similar, opposed, or mixed interests. In a typical game, decision-making "players," who each have their own goals, try to gain advantage over the other parties by anticipating each other's decisions; the game is finally resolved as a consequence of the players' decisions. Game Theories,Theories, Game,Theory, Game
D006801 Humans Members of the species Homo sapiens. Homo sapiens,Man (Taxonomy),Human,Man, Modern,Modern Man

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