Optimal curvature estimates for homogeneous Ricci flows
C Böhm, R Lafuente, M Simon - … Mathematics Research Notices, 2019 - academic.oup.com
We prove uniform curvature estimates for homogeneous Ricci flows: For a solution defined
on the norm of the curvature tensor at time is bounded by the maximum of and. This is used …
on the norm of the curvature tensor at time is bounded by the maximum of and. This is used …
Survey of the inverse spectral problem
S Zelditch - arXiv preprint math/0402356, 2004 - arxiv.org
arXiv:math/0402356v1 [math.SP] 23 Feb 2004 Page 1 arXiv:math/0402356v1 [math.SP] 23 Feb
2004 1 1 Page 2 The inverse spectral problem Steve Zelditch October 23, 2018 1 Introduction …
2004 1 1 Page 2 The inverse spectral problem Steve Zelditch October 23, 2018 1 Introduction …
Geodesics on a K3 surface near the orbifold limit
JO Lye - Annals of Global Analysis and Geometry, 2023 - Springer
This article studies Kummer K3 surfaces close to the orbifold limit. We improve upon
estimates for the Calabi–Yau metrics due to Kobayashi. As an application, we study stable …
estimates for the Calabi–Yau metrics due to Kobayashi. As an application, we study stable …
Spectra related to the length spectrum
C Plaut - arXiv preprint arXiv:1811.04145, 2018 - arxiv.org
We show how to extend the Covering Spectrum (CS) of Sormani-Wei to two spectra, called
the Extended Covering Spectrum (ECS) and Entourage Spectrum (ES) that are new for …
the Extended Covering Spectrum (ECS) and Entourage Spectrum (ES) that are new for …
[PDF][PDF] Detecting the moments of inertia of a molecule via its rotational spectrum, I
CJ Sutton - preprint, 2013 - math.dartmouth.edu
The moments of inertia of a molecule can be used to help recover information about its
structure. We show that for a spherical or symmetric molecule (eg, methane, benzene and …
structure. We show that for a spherical or symmetric molecule (eg, methane, benzene and …