Computations and Applications of eta invariants
Sebastian Goette
TL;DR
This paper surveys eta invariants, focusing on computational methods and their applications in differential topology, providing an overview of the current state of research in this area.
Contribution
It offers a comprehensive overview of eta invariants, highlighting recent computational techniques and applications in differential topology.
Findings
Summarizes key methods for computing eta invariants
Highlights applications in differential topology
Provides an overview of recent research developments
Abstract
We give a survey on eta invariants including methods of computation and applications in differential topology.
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Taxonomy
TopicsAdvanced Topics in Algebra