Y. Maeda

collaborators

2 papers

math.DG2026

The Geometry of Loop Spaces III: Isometry Groups of Contact Manifolds

Satoshi Egi, Yoshiaki Maeda, Steven Rosenberg

Let $M_{p}$ be a circle bundle with first Chern class $p [I ¨ ]$ over a closed $4 n$ -dimensional integral symplectic manifold $(M, I ¨ )$ . Equivalently, $M_{p}$ is a clos…

math.DG2025

The Geometry of Loop Spaces II: Characteristic Classes

Yoshiaki Maeda, Steven Rosenberg, FabiÃ¡n Torres-Ardila

Using the Wodzicki residue, we build Wodzicki-Chern-Simons (WCS) classes in $H^{2 k - 1} (L M)$ associated to the residue Chern character on the loop space $L M$ of a Riemannian manifold…