摘要
In this article, we extend the Weyl Schouten Theorem for a C0＇1 A W2＇2 manifold only under the assumptions on scalar curvature. Also we obtain a regularity of a C0＇1 V/W2＇2 manifold by conformal transformation under some assumptions on Weyl curvature and scalar curvature.
In this article, we extend the Weyl Schouten Theorem for a C0＇1 A W2＇2 manifold only under the assumptions on scalar curvature. Also we obtain a regularity of a C0＇1 V/W2＇2 manifold by conformal transformation under some assumptions on Weyl curvature and scalar curvature.
