| Package | Description | 
|---|---|
| de.lmu.ifi.dbs.elki.math.statistics.dependence | 
 Statistical measures of dependence, such as correlation 
 | 
| de.lmu.ifi.dbs.elki.visualization.parallel3d | 
 3DPC: 3D parallel coordinate plot visualization for ELKI. 
 | 
| de.lmu.ifi.dbs.elki.visualization.parallel3d.layout | 
 Layouting algorithms for 3D parallel coordinate plots. 
 | 
| Class and Description | 
|---|
| AbstractDependenceMeasure
 Abstract base class for dependence measures. 
 | 
| CorrelationDependenceMeasure
 Pearson product-moment correlation coefficient. 
 | 
| DependenceMeasure
 Measure the dependence of two variables. 
 | 
| DistanceCorrelationDependenceMeasure
 Distance correlation. 
 | 
| HiCSDependenceMeasure
 Use the statistical tests as used by HiCS to measure dependence of variables. 
 | 
| HoeffdingsDDependenceMeasure
 Calculate Hoeffding's D as a measure of dependence. 
 | 
| HSMDependenceMeasure
 Compute the "interestingness" of dimension connections using the hough
 transformation. 
 | 
| JensenShannonEquiwidthDependenceMeasure
 Jensen-Shannon Divergence is closely related to mutual information. 
 | 
| MCEDependenceMeasure
 Compute a mutual information based dependence measure using a nested means
 discretization, originally proposed for ordering axes in parallel coordinate
 plots. 
 | 
| MutualInformationEquiwidthDependenceMeasure
 Mutual Information (MI) dependence measure by dividing each attribute into
 equal-width bins. 
 | 
| SlopeDependenceMeasure
 Arrange dimensions based on the entropy of the slope spectrum. 
 | 
| SlopeInversionDependenceMeasure
 Arrange dimensions based on the entropy of the slope spectrum. 
 | 
| SpearmanCorrelationDependenceMeasure
 Spearman rank-correlation coefficient, also known as Spearmans Rho. 
 | 
| SURFINGDependenceMeasure
 Compute the similarity of dimensions using the SURFING score. 
 | 
| Class and Description | 
|---|
| DependenceMeasure
 Measure the dependence of two variables. 
 | 
| Class and Description | 
|---|
| DependenceMeasure
 Measure the dependence of two variables. 
 | 
Copyright © 2019 ELKI Development Team. License information.