Characterizing Volume Forms
Pierre Cartier, Marcus Berg, Cecile DeWitt-Morette, Alex Wurm
TL;DR
This paper reviews and presents new results on how volume forms can be characterized within the context of functional integration, enhancing understanding of measure-theoretic aspects in infinite-dimensional analysis.
Contribution
It introduces novel characterizations of volume forms in functional integration, expanding upon existing theoretical frameworks.
Findings
New characterizations of volume forms
Enhanced understanding of measure in functional spaces
Connections between classical and modern results
Abstract
Old and new results for characterizing volume forms in functional integration.
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