2014 / March Volume 9 No.1
K-Stability and Canonical Metrics on Toric Manifolds
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2014 / March
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Title | K-Stability and Canonical Metrics on Toric Manifolds |
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Pagination | 85-110 |
Abstract | The $K$-stability is closely related to the existence of canonical metrics on K$\ddot{a}$hler manifolds and is an important issue in complex geometry. In this paper we discuss the $K$-stability on toric K$\ddot{a}$hler manifolds and present an unstable example of toric K$\ddot{a}$hler surface with eight $T^2_{\mathbb C}$-fixed points.
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AMS Subject Classification |
32Q26, 32Q15
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Received |
2013-11-06
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Accepted |
2013-11-06
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