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The study of Intermediate Jacobians was already one of the classical pathways by which Hodge theory had an impact on the study of birational geometry. In recent years this relationship has gained new momentum with a number of different techniques being proposed for the application of Hodge-type invariants such as Intermediate Jacobians and their generalizations, as well as categorical variants of these structures, to questions of rationality. This workshop will cover the latest results and techniques while also serving as an introduction to the applications of concrete aspects of Hodge theory.
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