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- W23537006 abstract "Publisher Summary Maximization principles in evolutionary biology fall into two classes—those that seek to explain evolutionary change as a process that maximizes fitness in some sense, and those that seek to reconstruct evolutionary history by adopting the phylogenetic tree that minimizes the total amount of evolutionary change. In the 18th and 19th centuries, mathematical physics unearthed a whole range of extremum principles as they provided a unifying point of view that resulted into mathematically identical results of the older approaches. In “The Genetical Theory of Natural Selection” R. A. Fisher introduced his ‘Fundamental Theorem of Natural Selection’. In this theory, he sought a relationship between the variance in fitness of the population and the fitness of the whole population. Fisher theorem emphasized that this change is only one part of the change in fitness, and that other factors such as mutation and changes in the environment are continuously at work to influence the overall mean fitness of a population, which must always be roughly constant for a population to remain at about the same size." @default.
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- W23537006 date "2007-01-01" @default.
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- W23537006 title "MAXIMISATION PRINCIPLES IN EVOLUTIONARY BIOLOGY" @default.
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