The Calabi flow on Kähler Surfaces with bounded Sobolev constant (I)

Author:

Chen Xiuxiong,He Weiyong

Publisher

Springer Science and Business Media LLC

Subject

General Mathematics

Reference43 articles.

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2. Apostolov V., Calderbank D., Gauduchon P., Tonnesen-Friedman C.: Hamiltonian 2-forms in Kähler geometry, III Extremal metrics and stability. Invent. Math. 173(3), 547–601 (2008) arXiv:math/0511118

3. Arezzo C., Pacard F.: Blowing up and desingularizing constant scalar curvature Kähler manifolds. Acta Math. 196(2), 179–228 (2006) arXiv:math/0411522

4. Calabi E.: Extremal Kähler metric. In: Yau, S.T. (eds) Seminar of Differential Geometry, Annals of Mathematics Studies, vol. 102, pp. 259–290. Princeton University Press, Princeton (1982)

5. Bunch, R.S., Donaldson, S.K.: Numerical approximations to extremal metrics on toric surfaces. arXiv:0803.0987

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1. Kähler–Ricci flow, Kähler–Einstein metric, and K–stability;Geometry & Topology;2018-09-23

2. Ambient obstruction flow;Transactions of the American Mathematical Society;2018-01-18

3. Regularity Scales and Convergence of the Calabi Flow;The Journal of Geometric Analysis;2017-07-11

4. On the extension and smoothing of the Calabi flow on complex tori;Discrete & Continuous Dynamical Systems - A;2017

5. Calabi flow on toric varieties with bounded Sobolev constant, I;Complex Manifolds;2016-08-12

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