AN EXAMPLE OF A SINGULAR METRIC ARISING FROM THE BLOW-UP LIMIT IN THE CONTINUITY APPROACH TO KAHLER-EINSTEIN METRICS

作者：Shi Yalong^*; Zhu Xiaohua

来源：Pacific Journal of Mathematics, 2011, 250(1): 191-203.

DOI：10.2140/pjm.2011.250.191

• Kahler-Einstein metric
• continuity method
• Calabi's symmetry condition
• conically symmetric singularity

A family of Kahler metrics with Calabi's symmetry on CP(2) # (CP(2)) over bar arises from the continuity method for finding K hler-Einstein metrics. We study the blow-up limit of this family.

• 出版日期2011-3
• 单位北京大学