SMOOTH APPROXIMATION OF CONIC KAHLER METRIC WITH LOWER RICCI CURVATURE BOUND

作者：Shen Liangming^*

来源：Pacific Journal of Mathematics, 2016, 284(2): 455-474.

DOI：10.2140/pjm.2016.284.455

• conic metrics
• Ricci curvature

We apply methods in a paper of Tian (Comm. Pure Appl. Math. 68: 7 (2015), 1085-1156) to prove that a conic Kahler metric with lower Ricci curvature bound can be approximated by smooth Kahler metrics with the same lower Ricci curvature bound. Furthermore, conic singularities here can be along a simple normal crossing divisor.

• 出版日期2016-10