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In [[computer science]] and [[machine learning]], '''population-based incremental learning''' ('''PBIL''') is an [[Optimization (mathematics)|optimization]] [[algorithm]], and an [[estimation of distribution algorithm]]. This is a type of [[genetic algorithm]] where the [[genotype]] of an entire population ([[probability]] [[Euclidean vector|vector]]) is evolved rather than individual members<ref>▼
▲In [[computer science]] and [[machine learning]], '''population-based incremental learning''' ('''PBIL''') is an [[Optimization (mathematics)|optimization]] [[algorithm]], and an [[estimation of distribution algorithm]]. This is a type of [[genetic algorithm]] where the [[genotype]] of an entire population ([[probability]] [[Euclidean vector|vector]]) is evolved rather than individual members.<ref>
{{Citation
| last1 = Karray | first1 = Fakhreddine O.
| last2 = de Silva | first2 = Clarence
| title = Soft computing and intelligent systems design
|
| publisher = Addison Wesley
| isbn = 0-321-11617-8}}</ref>
| last1 = Baluja | first1 = Shumeet
| title = Population-Based Incremental Learning: A Method for Integrating Genetic Search Based Function Optimization and Competitive Learning
|
| periodical = Technical Report
| publisher = Carnegie Mellon University
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| last2 = Caruana | first2 = Rich
| title = Removing the Genetics from the Standard Genetic Algorithm
|
| publisher = Morgan Kaufmann Publishers
| pages = 38–46
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| last1 = Baluja | first1 = Shumeet
| title = An Empirical Comparison of Seven Iterative and Evolutionary Function Optimization Heuristics
|
| publisher =
| pages =
| url = http://citeseerx.ist.psu.edu/viewdoc/summary?doi=10.1.1.43.1108
}}</ref>
== Algorithm ==
|