This work focuses on the study of interval data, i.e., when the variables’ values are intervals of IR, using parametric probabilistic models previously proposed. These models are based on the representation of each observed interval by its MidPoint and LogRange for which multivariate Normal and Skew-Normal distributions are assumed, considering different structures of the variance-covariance matrix. The proposed modelling has been applied to different multivariate methodologies - (M)ANOVA, discriminant analysis, model-based clustering - that are presented and discussed. The R-package MAINT.Data, available on CRAN, implements models and methods for the Gaussian case
This dissertation consists of three papers written on different aspects of interval estimation. The ...
Real world data analysis is often affected by different type of errors as: measurement errors, compu...
The statistical analysis of real world problems, is often affected by different type of errors as: m...
In multivariate data analysis, data is usually represented in a n × p data-array where n “indi-vidua...
We present the CRAN R package MAINT.Data for the modelling and analysis of multivariate interval dat...
We present the CRAN R package MAINT.Data for the modelling and analysis of multivariate interval da...
In this paper we present a model-based approach to the clustering of interval data building on recen...
A parametric modelling for interval data is proposed, assuming a multivariate Normal or Skew-Normal ...
Building on probabilistic models for interval-valued variables, parametric classification rules, bas...
In this paper we present a model-based approach to the clustering of interval data building on recen...
In this paper we address the problem of clustering interval data, adopting a model-based approach. T...
In this paper we address the problem of clustering interval data, adopting a model-based approach. T...
A multivariate outlier detection method for interval data is proposed that makes use of a parametric...
This dissertation consists of three papers written on different aspects of interval estimation. The ...
This dissertation consists of three papers written on different aspects of interval estimation. The ...
This dissertation consists of three papers written on different aspects of interval estimation. The ...
Real world data analysis is often affected by different type of errors as: measurement errors, compu...
The statistical analysis of real world problems, is often affected by different type of errors as: m...
In multivariate data analysis, data is usually represented in a n × p data-array where n “indi-vidua...
We present the CRAN R package MAINT.Data for the modelling and analysis of multivariate interval dat...
We present the CRAN R package MAINT.Data for the modelling and analysis of multivariate interval da...
In this paper we present a model-based approach to the clustering of interval data building on recen...
A parametric modelling for interval data is proposed, assuming a multivariate Normal or Skew-Normal ...
Building on probabilistic models for interval-valued variables, parametric classification rules, bas...
In this paper we present a model-based approach to the clustering of interval data building on recen...
In this paper we address the problem of clustering interval data, adopting a model-based approach. T...
In this paper we address the problem of clustering interval data, adopting a model-based approach. T...
A multivariate outlier detection method for interval data is proposed that makes use of a parametric...
This dissertation consists of three papers written on different aspects of interval estimation. The ...
This dissertation consists of three papers written on different aspects of interval estimation. The ...
This dissertation consists of three papers written on different aspects of interval estimation. The ...
Real world data analysis is often affected by different type of errors as: measurement errors, compu...
The statistical analysis of real world problems, is often affected by different type of errors as: m...