By Peter John Brown
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Always out-breed. We first examine whether or not it is worthwhile using RPFs of different values - which would permit inbreeding within each race to a certain degree. As there is no way of knowing in advance which value of RPF (if any) is the optimal, several experiments varying its value were carried out. 8. 8. This suite of experiments are referred to as the Races Genetic Algorithm (RGA). Although experiments for each value of RPF were repeated on 3000 different initial populations - the same 3000 for each value to aid comparison - there was no one value for the RPF which was obviously better than the rest.
SecoFldaryre .. ·· .. 60 g :0 -" e'" "- ;t. 7. A comparison of the Pygmy Algorithm. Breeding for Secondary Features and a traditional GA on the sorting networks problem. individuals in the same group could not mate with each other, a situation which is the exact opposite of the Labels method. One of the motives behind this work is to investigate whether or not it would be better to try to solve the main problem together with each sub-problem in parallel. The only way a GA can solve a problem is through evolution, so individuals in the same lists, up to now physically unable to do so, would have to be permitted to mate.
13. 200 Population size 250 300 A comparison of the Free Choice Model and IA. 5. If the overtures of the first individual are accepted then mate, otherwise select another second parent. If, after nine attempts, an individual cannot persuade any others to mate with him, he is deemed too unattractive and is rejected. 13 shows that allowing individuals free choice of whether or not to mate with a potential suitor didn't give any improvement over the original IA experiments. Several other experiments were tried, varying from allowing individuals of type RA and SA some degree of independence from the racial or species average, to permitting individuals to influence each other to some extent.