This paper aims at comparing the concept of data depth to classification and classification by projection pursuit using method of linear discriminant function. These two methods allow the extension of univariate concepts to the field of multivariate analysis. In particular they open the possibility of non-parametric methods to be used in multivariate data analysis. In this study, six simulated and one real life data sets were studied and, we observed that projection pursuit method is more optimal in classifying objects into their original groups
The performance of four discriminant analysis procedures for the classification of observations from...
Discriminant analysis predicts or classifies observations or subjects into mutually exclusive groups...
In high-dimensional data, one often seeks a few interesting low-dimensional projections that reveal ...
This article studied discriminant analysis procedure that is based on multivariate ranking with emph...
Over the last couple of decades, data depth has emerged as a powerful exploratory and inferential to...
AbstractDiscriminant analysis plays an important role in multivariate statistics as a prediction and...
Data depth has been described as alternative to some parametric approaches in analyzing many multiva...
AbstractDiscriminant analysis plays an important role in multivariate statistics as a prediction and...
A very well-known traditional approach in discriminant analysis is to use some linear (or nonlinear)...
Abstract This paper starts with a short review of previous work on robust discriminant analysis with...
Discriminant analysis is a multivariate statistical technique used primarily for obtaining a linear ...
Two projection indices are proposed for the construction of robust 2-sample linear discriminant func...
Linear Discriminant Analysis (LDA) might be the most widely used linear feature extraction method in...
Classical multivariate statistics measures the outlyingness of a point by its Mahalanobis distance f...
Classical multivariate statistics measures the outlyingness of a point by its Mahalanobis distance f...
The performance of four discriminant analysis procedures for the classification of observations from...
Discriminant analysis predicts or classifies observations or subjects into mutually exclusive groups...
In high-dimensional data, one often seeks a few interesting low-dimensional projections that reveal ...
This article studied discriminant analysis procedure that is based on multivariate ranking with emph...
Over the last couple of decades, data depth has emerged as a powerful exploratory and inferential to...
AbstractDiscriminant analysis plays an important role in multivariate statistics as a prediction and...
Data depth has been described as alternative to some parametric approaches in analyzing many multiva...
AbstractDiscriminant analysis plays an important role in multivariate statistics as a prediction and...
A very well-known traditional approach in discriminant analysis is to use some linear (or nonlinear)...
Abstract This paper starts with a short review of previous work on robust discriminant analysis with...
Discriminant analysis is a multivariate statistical technique used primarily for obtaining a linear ...
Two projection indices are proposed for the construction of robust 2-sample linear discriminant func...
Linear Discriminant Analysis (LDA) might be the most widely used linear feature extraction method in...
Classical multivariate statistics measures the outlyingness of a point by its Mahalanobis distance f...
Classical multivariate statistics measures the outlyingness of a point by its Mahalanobis distance f...
The performance of four discriminant analysis procedures for the classification of observations from...
Discriminant analysis predicts or classifies observations or subjects into mutually exclusive groups...
In high-dimensional data, one often seeks a few interesting low-dimensional projections that reveal ...