Multivariate Gaussianization for Data Processing
Multivariate Gaussianization for Data Processing
Multivariate Gaussianization for Data Processing
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Intro Iterative <strong>Gaussianization</strong> Experiments ConclusionsExperiment 3: One-class ClassificationBuilding the classifiersRBF kernel <strong>for</strong> the SVDD: K(x i , x j ) = exp ( −‖x i − x j ‖ 2 /2σ 2) , σ ∈ R + .Kernel width varied in σ ∈ [10 −2 , . . . , 10 2 ]The fraction rejection parameter was varied in ν ∈ [10 −2 , 0.5]Experimental setupTrain with a set of free parameters to maximize kappa statisticTraining sets of different size <strong>for</strong> the target class, [100, 2500]Test set was constituted by 10 5 pixelsExperiment repeated 10 runs in 3 images