This article generalizes Von Neumann invariants for constructible complexes, highlighting coherent π-modules and Mixed Hodge structures.
This article constructs Von Neumann invariants for constructible complexes and coherent π-modules on compact complex manifolds, generalizing the work of the author on coherent L 2 -cohomology. We formulate a conjectural generalization of Dingoyanβs L 2 - Mixed Hodge structures in terms of Saitoβs Mixed Hodge Modules and give partial results in this direction.
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Philippe Eyssidieux (2025) studied this question.
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