Deterministic equations are derived describing the evolution of gene frequencies for two and three loci with binary alleles. Even ONEMAX function leads to nonlinear di erence equations. An exact expression for the realized heritability is derived. It is shown with simple tness functions that recombination may fail to lead the population to the optimum. The challenge of population genetics and genetic algorithm research remains to find approximate solutions to the exact equations. Our approximation for the ONEMAX function, based on the assumption of binomial distributed tness values, reasonably predicts the evolution of the average fitness
A formalism is presented for modelling the evolutionary dynamics of a population of gene sequences. ...
The evolutionary effect of recombination depends crucially on the epistatic interactions between lin...
We consider many-site mutation-recombination models of molecular evolution, where fitness is a funct...
It is difficult to directly observe processes like natural selection at the genetic level, but relat...
It is difficult to directly observe processes like natural selection at the genetic level, but relat...
In this paper we present an analysis of gene pool recombination in genetic algorithms in the context...
The Breeder Genetic Algorithm (BGA) was designed according to the theories and methods used in the s...
The differential equations which model the action of selection and recombination are nonlinear equat...
Haploid populations include organisms such as bacteria and viruses. Recombination is important in th...
A fast algorithm for computing multi-locus recombination is extended to include a recombination-modi...
A fast algorithm for computing recombination is developed for model organisms with selection on hapl...
Population genetics is concerned with the study of the genetic, ecological, and evolutionary factors...
∗ Authors with equal contributions Molecular phenotypes are important links between genomic informat...
Meiotic recombination is both a fundamental biological process required for proper chromosomal segre...
Alberti F, Baake E. Solving the Selection-Recombination Equation: Ancestral Lines and Dual Processes...
A formalism is presented for modelling the evolutionary dynamics of a population of gene sequences. ...
The evolutionary effect of recombination depends crucially on the epistatic interactions between lin...
We consider many-site mutation-recombination models of molecular evolution, where fitness is a funct...
It is difficult to directly observe processes like natural selection at the genetic level, but relat...
It is difficult to directly observe processes like natural selection at the genetic level, but relat...
In this paper we present an analysis of gene pool recombination in genetic algorithms in the context...
The Breeder Genetic Algorithm (BGA) was designed according to the theories and methods used in the s...
The differential equations which model the action of selection and recombination are nonlinear equat...
Haploid populations include organisms such as bacteria and viruses. Recombination is important in th...
A fast algorithm for computing multi-locus recombination is extended to include a recombination-modi...
A fast algorithm for computing recombination is developed for model organisms with selection on hapl...
Population genetics is concerned with the study of the genetic, ecological, and evolutionary factors...
∗ Authors with equal contributions Molecular phenotypes are important links between genomic informat...
Meiotic recombination is both a fundamental biological process required for proper chromosomal segre...
Alberti F, Baake E. Solving the Selection-Recombination Equation: Ancestral Lines and Dual Processes...
A formalism is presented for modelling the evolutionary dynamics of a population of gene sequences. ...
The evolutionary effect of recombination depends crucially on the epistatic interactions between lin...
We consider many-site mutation-recombination models of molecular evolution, where fitness is a funct...