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Endpoint Inverse Stability and First-Cluster Gram Observability for Entropy–Spectral Ricci-Flow Limits
Endpoint Inverse Stability and First-Cluster Gram Observability for Entropy–Spectral Ricci-Flow Limits
Fuente:
Zenodo
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Bibliographic Details
Main Author:
Lee, Byoungwoo
Format:
Recurso digital
Published:
Zenodo
2026
Subjects:
spectral geometry; geometric analysis; Ricci flow; endpoint stability; inverse stability; first-cluster eigenfunctions; Gram observability; heat kernel; Riesz projectors; Hilbert-Schmidt tail estimates; harmonic gauge; Bochner formula; constant-curvature metrics; tame geometric limits; entropy-spectral methods
Online Access:
Acceder al recurso
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https://doi.org/10.5281/zenodo.19977963
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