Abstract
This chapter discusses defining a model over its whole set of variables by the composition of a number of sub-models each involving only fewer variables. It focuses on the kind of composition induced by independence relations among the variables. Graphs are particularly suitable for the modelling of such independencies; the chapter formalizes the discussion within the framework of probabilistic graphical models. The chapter describes a class of probabilistic graphical models with imprecision based on directed graphs called credal networks (CNs). CNs are regarded as a generalization to imprecise probabilities of Bayesian networks. With respect to these precise probabilistic graphical models, CNs should be regarded as a more expressive class of models.
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Antonucci, A., De Campos, C. P., & Zaffalon, M. (2014). Probabilistic graphical models. In Introduction to Imprecise Probabilities (pp. 207–229). wiley. https://doi.org/10.1002/9781118763117.ch9
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