2009
DOI: 10.1103/physreve.79.061919
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Numerical solution of the Penna model of biological aging with age-modified mutation rate

Abstract: In this paper we present results of numerical calculation of the Penna bit-string model of biological aging, modified for the case of a -dependent mutation rate m(a), where a is the parent's age. The mutation rate m(a) is the probability per bit of an extra bad mutation introduced in offspring inherited genome. We assume that m(a) increases with age a. As compared with the reference case of the standard Penna model based on a constant mutation rate m , the dynamics of the population growth shows distinct chang… Show more

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Cited by 2 publications
(1 citation statement)
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“…Let us mention some examples of the many possible variations of the Penna model. Fluctuations in T, which come from mutations already activated at birth time (Maksymowicz 1999); a learning process which gives an advantage in the life game for more intelligent individuals (He and Pan 2005;He et al 2006); tracing back history to prove divergent evolution paths of different species, which may lead in the evolution process to severe reduction of number of the species (Sitarz and Maksymowicz 2005), birth rate B controlled by already active deleterious mutations (Magdoń-Maksymowicz 2008), and mutation rate M varying with parent's age a (Magdoń- Maksymowicz and Maksymowicz 2009)-they all are based on the Penna model. Also, simple classifications of mutations as deleterious or beneficial may not be so simple as the role and significance of mutations may change with age, showing antagonistic pleiotropy (Westendorp and Kirkwood 1998;Gavrilov and Gavrilova 1999).…”
Section: Introductionmentioning
confidence: 99%
“…Let us mention some examples of the many possible variations of the Penna model. Fluctuations in T, which come from mutations already activated at birth time (Maksymowicz 1999); a learning process which gives an advantage in the life game for more intelligent individuals (He and Pan 2005;He et al 2006); tracing back history to prove divergent evolution paths of different species, which may lead in the evolution process to severe reduction of number of the species (Sitarz and Maksymowicz 2005), birth rate B controlled by already active deleterious mutations (Magdoń-Maksymowicz 2008), and mutation rate M varying with parent's age a (Magdoń- Maksymowicz and Maksymowicz 2009)-they all are based on the Penna model. Also, simple classifications of mutations as deleterious or beneficial may not be so simple as the role and significance of mutations may change with age, showing antagonistic pleiotropy (Westendorp and Kirkwood 1998;Gavrilov and Gavrilova 1999).…”
Section: Introductionmentioning
confidence: 99%