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One-parameter fixed-point theory and gradient flows of closed 1-forms (2002)
Journal Article
Schuetz, D. (2002). One-parameter fixed-point theory and gradient flows of closed 1-forms. K-Theory, 25(1), 59-97. https://doi.org/10.1023/a%3A1015079805400

We use the one-parameter fixed-point theory of Geoghegan and Nicas to get information about the closed orbit structure of transverse gradient flows of closed 1-forms on a closed manifold M. We define a noncommutative zeta function in an object relate... Read More about One-parameter fixed-point theory and gradient flows of closed 1-forms.