Practical applications in marketing reesarch often involve mixtures of categorical and continuous variables. For the purpose of clustering, a variety of algorithms has been proposed to deal with mixed mode data. In this paper we apply some of these techniques on two datasets regarding marketing problems. We also propose an approach based on the consensus between partitions obtained by considering separately each variable or subsets of variables having the same scale. This approach may be applied to data with many categorical variables and does not impose restrictive assumptions on the variable distribution. We finally suggest a summarizing fuzzy partition with membership degrees obtained as a function of the classes determined by the differ...
In this paper we face the problem of clustering mixedmode data by assuming that the observed binary ...
Cluster or co-cluster analyses are important tools in a variety of scientific areas. The introductio...
Abstract — This correspondence describes extensions to the fuzzy k-means algorithm for clustering ca...
Practical applications in marketing research often involve mixtures of categorical and continuous va...
Practical applications often involve mixtures of categorical and continuousvariables. A variety of a...
A fuzzy clustering model for data with mixed features is proposed. The clustering model allows diffe...
In this paper, we propose a method for clustering mixed data. The method is a nonhierarchical one, a...
Clustering is an active research topic in data mining and different methods have been proposed in th...
This chapter presents clustering of variables which aim is to lump together strongly related variabl...
Mixture model clustering proceeds by fitting a finite mixture of multivariate distributions to data,...
In several empirical applications analyzing customer-by-product choice data, it may be relevant to p...
In the modern world, data have become increasingly more complex and often contain different types of...
In this work we study algorithms for cluster analysis and their application to the real data. In the...
. Data with mixed-type (metricordinalnominal) variables are typical for social stratification, i.e. ...
Discussion on "Data with mixed‐type (metric–ordinal–nominal) variables are typical for social strati...
In this paper we face the problem of clustering mixedmode data by assuming that the observed binary ...
Cluster or co-cluster analyses are important tools in a variety of scientific areas. The introductio...
Abstract — This correspondence describes extensions to the fuzzy k-means algorithm for clustering ca...
Practical applications in marketing research often involve mixtures of categorical and continuous va...
Practical applications often involve mixtures of categorical and continuousvariables. A variety of a...
A fuzzy clustering model for data with mixed features is proposed. The clustering model allows diffe...
In this paper, we propose a method for clustering mixed data. The method is a nonhierarchical one, a...
Clustering is an active research topic in data mining and different methods have been proposed in th...
This chapter presents clustering of variables which aim is to lump together strongly related variabl...
Mixture model clustering proceeds by fitting a finite mixture of multivariate distributions to data,...
In several empirical applications analyzing customer-by-product choice data, it may be relevant to p...
In the modern world, data have become increasingly more complex and often contain different types of...
In this work we study algorithms for cluster analysis and their application to the real data. In the...
. Data with mixed-type (metricordinalnominal) variables are typical for social stratification, i.e. ...
Discussion on "Data with mixed‐type (metric–ordinal–nominal) variables are typical for social strati...
In this paper we face the problem of clustering mixedmode data by assuming that the observed binary ...
Cluster or co-cluster analyses are important tools in a variety of scientific areas. The introductio...
Abstract — This correspondence describes extensions to the fuzzy k-means algorithm for clustering ca...