Environment for
DeveLoping
KDD-Applications
Supported by Index-Structures

Uses of Class
de.lmu.ifi.dbs.elki.index.tree.metrical.mtreevariants.mktrees.mkcop.ApproximationLine

Packages that use ApproximationLine
de.lmu.ifi.dbs.elki.index.tree.metrical.mtreevariants.mktrees.mkcop MkCoPTree 
 

Uses of ApproximationLine in de.lmu.ifi.dbs.elki.index.tree.metrical.mtreevariants.mktrees.mkcop
 

Fields in de.lmu.ifi.dbs.elki.index.tree.metrical.mtreevariants.mktrees.mkcop declared as ApproximationLine
private  ApproximationLine MkCoPLeafEntry.conservativeApproximation
          The conservative approximation.
private  ApproximationLine MkCoPDirectoryEntry.conservativeApproximation
          The conservative approximation.
private  ApproximationLine MkCoPLeafEntry.progressiveApproximation
          The progressive approximation.
 

Methods in de.lmu.ifi.dbs.elki.index.tree.metrical.mtreevariants.mktrees.mkcop that return ApproximationLine
private  ApproximationLine MkCoPTree.approximateLowerHull(ConvexHull convexHull, double[] log_k, double sum_log_k, double sum_log_k2, double[] log_kDist, double sum_log_kDist, double sum_log_k_kDist)
          Approximates the lower hull.
private  ApproximationLine MkCoPTree.approximateUpperHull_OLD(ConvexHull convexHull, double[] log_k, double sum_log_k, double sum_log_k2, double[] log_kDist, double sum_log_kDist, double sum_log_k_kDist)
           
private  ApproximationLine MkCoPTree.approximateUpperHull_PAPER(ConvexHull convexHull, double[] log_k, double sum_log_k, double sum_log_k2, double[] log_kDist, double sum_log_kDist, double sum_log_k_kDist)
           
private  ApproximationLine MkCoPTree.approximateUpperHull(ConvexHull convexHull, double[] log_k, double[] log_kDist)
           
protected  ApproximationLine MkCoPTreeNode.conservativeKnnDistanceApproximation(int k_max)
          Determines and returns the conservative approximation for the knn distances of this node as the maximum of the conservative approximations of all entries.
 ApproximationLine MkCoPLeafEntry.getConservativeKnnDistanceApproximation()
          Returns the conservative approximation line.
 ApproximationLine MkCoPDirectoryEntry.getConservativeKnnDistanceApproximation()
          Returns the conservative approximation line.
 ApproximationLine MkCoPEntry.getConservativeKnnDistanceApproximation()
          Returns the conservative approximation line.
 ApproximationLine MkCoPLeafEntry.getProgressiveKnnDistanceApproximation()
          Returns the progressive approximation line.
protected  ApproximationLine MkCoPTreeNode.progressiveKnnDistanceApproximation(int k_max)
          Determines and returns the progressive approximation for the knn distances of this node as the maximum of the progressive approximations of all entries.
 

Methods in de.lmu.ifi.dbs.elki.index.tree.metrical.mtreevariants.mktrees.mkcop with parameters of type ApproximationLine
 void MkCoPLeafEntry.setConservativeKnnDistanceApproximation(ApproximationLine conservativeApproximation)
          Sets the conservative approximation line
 void MkCoPDirectoryEntry.setConservativeKnnDistanceApproximation(ApproximationLine conservativeApproximation)
          Sets the conservative approximation line
 void MkCoPEntry.setConservativeKnnDistanceApproximation(ApproximationLine conservativeApproximation)
          Sets the conservative approximation line
 void MkCoPLeafEntry.setProgressiveKnnDistanceApproximation(ApproximationLine progressiveApproximation)
          Sets the progressive approximation line
 

Constructors in de.lmu.ifi.dbs.elki.index.tree.metrical.mtreevariants.mktrees.mkcop with parameters of type ApproximationLine
MkCoPDirectoryEntry(Integer objectID, D parentDistance, Integer nodeID, D coveringRadius, ApproximationLine conservativeApproximation)
          Provides a new MkCoPDirectoryEntry with the given parameters.
MkCoPLeafEntry(Integer objectID, D parentDistance, ApproximationLine conservativeApproximation, ApproximationLine progressiveApproximation)
          Provides a new MkCoPLeafEntry with the given parameters.
 


Release 0.2 (2009-07-06_1820)