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The Mathematical Intelligencer, 2008
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Feel like writing a review for The Mathematical Intelligencer? You are welcome to submit an unsolicited review of a book of your choice; or, if you would welcome being assigned a book to review, please write us, telling us your expertise and your predilections.
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Evolutionary dynamics of evolutionary programming in noisy environment
Proceedings of the 2001 Congress on Evolutionary Computation (IEEE Cat. No.01TH8546), 2002The effect of noise on the evolutionary dynamics of evolutionary programming (EP) is empirically observed using three different statistical values. These are: (1) the averaged best function values, (2) the average of the strategy parameters, and (3) Hotelling's T/sup 2/ of real values. The classical EP (CEP) of D.B. Fogel (1995), the fast EP (FEP) of X.
Yoshiyuki Matsumura +2 more
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Evolutionary dynamics and backward induction
Games and Economic Behavior, 2002This research paper deals with the finite games of finite perfect information, a class of games in extensive form where the complete description is given, exactly specifying the rules, the order of moves, the information for the players and so on, under the assumption that the backward induction equilibrium is unique.
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Evolutionary dynamics of the FMR1 locus
Annals of Human Genetics, 1995SUMMARYRare haplotypes for close flanking markers are associated with increased allele size and frequency of the fragile X mutation. Exceptional founder haplotypes can be identified, but many haplotypes with rare alleles contribute to full mutations.A transition matrix constructed from the data predicts that a population with reduced variability will ...
Morris, A. +4 more
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2019
Evolutionary dynamics treats the growth and decay of populations under conditions that influence reproduction, competition, predation and selection. The Lotka–Volterra equations are population equations that describe population cycles between predators and prey. Symbiotic dynamics can lead to stable ecosystems among a wide variety of species.
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Evolutionary dynamics treats the growth and decay of populations under conditions that influence reproduction, competition, predation and selection. The Lotka–Volterra equations are population equations that describe population cycles between predators and prey. Symbiotic dynamics can lead to stable ecosystems among a wide variety of species.
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2015
Written for researchers and postgraduate students with a background in physics or applied mathematics and a desire to apply their skills to problems in the life sciences, this beautifully illustrated and stimulating book develops an understanding of the gene-to-trait problem in the context of evolutionary dynamics, from the modern perspective of ...
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Written for researchers and postgraduate students with a background in physics or applied mathematics and a desire to apply their skills to problems in the life sciences, this beautifully illustrated and stimulating book develops an understanding of the gene-to-trait problem in the context of evolutionary dynamics, from the modern perspective of ...
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Evolutionary dynamics of microsatellite DNA
Chromosoma, 2000Within the past decade microsatellites have developed into one of the most popular genetic markers. Despite the widespread use of microsatellite analysis, an integral picture of the mutational dynamics of microsatellite DNA is just beginning to emerge.
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Complex evolutionary dynamics due to punishment and free space in ecological multigames
Proceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences, 2021Sayantan Nag Chowdhury +2 more
exaly
Evolutionary stability in an eco-evolutionary game dynamics with density dependence
Chaos, Solitons and Fractals, 2023Chao Wang, Yi Tao, Hui-Jia Li
exaly