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Contents
Common terms and phrasesalgorithm Analysis of Symbolic applied approach associated Audi A8 Berlin Bock and Diday Boolean Carvalho categorical multi-valued variables categorical variables Chapter classical clustering method coding computed concepts considered convex hull correlation corresponding criterion data mining data set database defined denoted described descriptors Diday dissimilarity matrix dissimilarity measure distribution eigenvalues example factor plane Figure function given Hausdorff distance hierarchical hypercubes hypervolumes individuals inertia input interval data interval variables L2 distance Lauro Lechevallier matching matrix metadata midpoints modal variables module Noirhomme-Fraiture non-homogeneous Poisson process number of clusters obtained original variables output partition Poisson process predictors principal component analysis probabilistic rectangle regression representation represented rows rules sample SCLUST Section selected SODAS file SODAS Software SODAS2 Springer-Verlag stability measures standard statistical SYKSOM symbolic data analysis symbolic data table symbolic descriptions symbolic objects symbolic variables taxonomic tree values vector vertices visualization weight zoom star References to this bookFrom Google ScholarDynamic clustering for interval data based on L 2 distanceFrancisco de AT de Carvalho, Paula Brito, Hans-Hermann Bock - 2006 - Computational Statistics Analyse des Données SymboliquesPrésentation des Intervenants Cluster analysis of census data using the symbolic data approachAntonio Giusti, Laura Grassini - 2008 - Advances in Data Analysis and Classification Modelling and Analysing Interval DataPaula Brito Bibliographic information |