arXiv:1911.01019 [math.MG]AbstractReferencesReviewsResources
Pythagorean Theorem & curvature with lower or upper bound
Xiaole Su, Hongwei Sun, Yusheng Wang
Published 2019-11-04Version 1
In this paper, we give a comparison version of Pythagorean Theorem to judge the lower or upper bound of the curvature of Alexandrov spaces (including Riemannian manifolds).
Related articles: Most relevant | Search more
arXiv:1501.03948 [math.MG] (Published 2015-01-16)
Convergence of isometries, with semicontinuity of symmetry of Alexandrov spaces
arXiv:1810.10089 [math.MG] (Published 2018-10-23)
An Upper Bound for Lebesgue's Covering Problem
arXiv:1503.00889 [math.MG] (Published 2015-03-03)
Shape of Alexandrov spaces with positive Ricci curvature