2007
DOI: 10.1007/978-3-540-71605-1_5
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Density Estimation with Genetic Programming for Inverse Problem Solving

Abstract: This paper addresses the resolution, by Genetic Programming (GP) methods, of ambiguous inverse problems, where for a single input, many outputs can be expected. We propose two approaches to tackle this kind of many-to-one inversion problems, each of them based on the estimation, by a team of predictors, of a probability density of the expected outputs. In the first one, Stochastic Realisation GP, the predictors outputs are considered as the realisations of an unknown random variable which distribution should a… Show more

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Cited by 4 publications
(1 citation statement)
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“…In the multi-branch GP approach, each individual is composed of several branches and each branch is responsible for evolving a part of the solution [143,190]. The final solution is integrating all these partial solutions through a special node which represents the root node [28,190]. The number of children of the special node is equal to the number of maps to be aligned.…”
Section: Gp Multi-branch Regression For Multiple Alignmentmentioning
confidence: 99%
“…In the multi-branch GP approach, each individual is composed of several branches and each branch is responsible for evolving a part of the solution [143,190]. The final solution is integrating all these partial solutions through a special node which represents the root node [28,190]. The number of children of the special node is equal to the number of maps to be aligned.…”
Section: Gp Multi-branch Regression For Multiple Alignmentmentioning
confidence: 99%