Probabilistic Modelling, Inference and Learning using Logical Theories
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Ng, Kee Siong
Lloyd, John
Uther, William T.B.
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Springer
Abstract
This paper provides a study of probabilistic modelling, inference and learning in a logic-based setting. We show how probability densities, being functions, can be represented and reasoned with naturally and directly in higher-order logic, an expressive formalism not unlike the (informal) everyday language of mathematics. We give efficient inference algorithms and illustrate the general approach with a diverse collection of applications. Some learning issues are also considered.
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Annals of Mathematics and Artificial Intelligence
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Restricted until
2037-12-31