DOI: 10.1007/978-3-540-69052-8_64
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A Dynamic Population Steady-State Genetic Algorithm for the Resource-Constrained Project Scheduling Problem

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Cited by 10 publications
(6 citation statements)
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“…Debels and Vanhoucke [39] state that the larger the number of activities, the smaller the population size. Cervantes et al [40] propose a mathematical expression where the relation between the population and the activities is inverse. Based on these statements, Expression (19) and Expression (20) are proposed.…”
Section: Chromosomementioning
confidence: 99%
“…Debels and Vanhoucke [39] state that the larger the number of activities, the smaller the population size. Cervantes et al [40] propose a mathematical expression where the relation between the population and the activities is inverse. Based on these statements, Expression (19) and Expression (20) are proposed.…”
Section: Chromosomementioning
confidence: 99%
“…There is not a standard method to estimate the best population size in this kind of problems, although it is known that the population should be related to the complexity and the problem size. Some studies state that the population size should decrease with the increasing number of activities [37,38]. However, most authors carry out computational experiments to estimate these parameters in a GA.…”
Section: Basic Elements Of the Genetic Algorithmmentioning
confidence: 99%
“…Toni et al (2008) developed a GA with the following settings: AL representation, randomly generated initial population, two selections: Steady state, tournament size 3 (TS-3), maximum number of generations = 300 or maximum number of consecutive generations without best solution improvement = 50, Uniform crossover (UX) with probability and swap mutation (SWM) with probability Pm=0.05. Cervantes et al (2008) developed a steady-state genetic algorithm that used a dynamic population, i.e. the algorithm started with a determined number of individuals and as the search is progressing, the size of the population grows.…”
Section: Review Of Genetic Algorithm Literature For Rcpspmentioning
confidence: 99%