TL;DR
This paper proves the regularity of eta forms using Clifford asymptotics and extends the results to the equivariant case, advancing the understanding of eta forms in geometric analysis.
Contribution
It introduces a proof of eta form regularity via Clifford asymptotics and generalizes the result to equivariant settings, filling a gap in the literature.
Findings
Proved regularity of eta forms using Clifford asymptotics
Extended regularity results to equivariant eta forms
Enhanced understanding of eta forms in geometric analysis
Abstract
In this note, we prove the regularity of eta forms by the Clifford asymptotics. Then we generalize this result to the equivariant case.
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Taxonomy
TopicsAdvanced Operator Algebra Research · Advanced Algebra and Geometry · Advanced Topics in Algebra