·Paper Publications
Indexed by: Journal paper
First Author: Xiaoshang Jin
Journal: Acta Mathematica Sinica,English Series
Included Journals: SCI
Affiliation of Author(s): Nanjing University and Beijing International Center for Mathematical Research, Peking University
Place of Publication: China
Discipline: Science
First-Level Discipline: Mathematics
Document Type: J
Volume: 33
Issue: 7
Page Number: 926-932
ISSN No.: 1439-8516
Key Words: Weyl Schouten theorem, Lipschitz, harmonic coordinates, conformal
Date of Publication: 2017-07-01
Abstract: In this article, we extend the Weyl Schouten Theorem for a C^{0,1} ∩ W^{2,2} manifold only under the assumptions on scalar curvature. Also we obtain a regularity of a C^{0,1} ∩ W^{2,2} manifold by conformal transformation under some assumptions on Weyl curvature and scalar curvature.
Links to published journals: https://link.springer.com/article/10.1007/s10114-017-6479-6
Attachments:
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