期刊
INTERNATIONAL STATISTICAL REVIEW
卷 -, 期 -, 页码 -出版社
WILEY
DOI: 10.1111/insr.12552
关键词
computational algorithm; complex and noisy data; conditional inference; graphical LASSO; graphical models; multivariate linear models; network structure; optimisation; pairwise dependence; supervised learning
Graphical modelling is a significant branch of statistics that finds successful applications in various fields. It helps to reveal connections between variables and describe complex data structures. This paper provides an overview of fundamental concepts, estimation methods, and computational algorithms in graphical modelling, while also discussing advanced topics and their applications in regression and classification.
Graphical modelling is an important branch of statistics that has been successfully applied in biology, social science, causal inference and so on. Graphical models illuminate connections between many variables and can even describe complex data structures or noisy data. Graphical models have been combined with supervised learning techniques such as regression modelling and classification analysis with multi-class responses. This paper first reviews some fundamental graphical modelling concepts, focusing on estimation methods and computational algorithms. Several advanced topics are then considered, delving into complex graphical structures and noisy data. Applications in regression and classification are considered throughout.
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