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Titlebook: Advances in Statistical Models for Data Analysis; Isabella Morlini,Tommaso Minerva,Maurizio Vichi Conference proceedings 2015 Springer Int

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发表于 2025-3-21 16:49:00 | 显示全部楼层 |阅读模式
期刊全称Advances in Statistical Models for Data Analysis
影响因子2023Isabella Morlini,Tommaso Minerva,Maurizio Vichi
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发行地址Presents new research results in data analysis and statistical modelling.Offers applications in areas such as economics and finance, education, social sciences, environmental and biomedical sciences
学科分类Studies in Classification, Data Analysis, and Knowledge Organization
图书封面Titlebook: Advances in Statistical Models for Data Analysis;  Isabella Morlini,Tommaso Minerva,Maurizio Vichi Conference proceedings 2015 Springer Int
影响因子.This edited volume focuses on recent research results in classification, multivariate statistics and machine learning and highlights advances in statistical models for data analysis. The volume provides both methodological developments and contributions to a wide range of application areas such as economics, marketing, education, social sciences and environment. The papers in this volume were first presented at the 9th biannual meeting of the Classification and Data Analysis Group (CLADAG) of the Italian Statistical Society, held in September 2013 at the University of Modena and Reggio Emilia, Italy..
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Robust Clustering of EU Banking Data,ize, business activities and geographical location. After the latest financial crisis, it has become of paramount importance for European regulators to identify common features and issues in the EU banking system and address them in all Member States (or at least those of the Euro area) in a harmoni
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Asymptotics in Survey Sampling for High Entropy Sampling Designs,rical process based on the Hájek estimator of the population distribution function and then extended to Hadamard-differentiable functions. As an application, asymptotic normality of estimated quantiles is provided.
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A Note on the Use of Recursive Partitioning in Causal Inference,sed on a multidimensional balance measure criterion applied to the values of the covariates to recursively split the data. Starting from an ad-hoc resampling scheme, observations are finally partitioned in subsets characterized by different degrees of homogeneity, and causal inference is carried out
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Families of Parsimonious Finite Mixtures of Regression Models,ls can be conveniently used for unsupervised learning on data with clear regression relationships. We extend such models by imposing an eigen-decomposition on the multivariate error covariance matrix. By constraining parts of this decomposition, we obtain families of parsimonious mixtures of regress
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Quantile Regression for Clustering and Modeling Data, that allows to focus on the effects that a set of explanatory variables has on the entire conditional distribution of a dependent variable. The proposal concerns the use of multivariate techniques to simultaneously cluster and model data and it is illustrated using an empirical analysis. This analy
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