On the Existence of Equivariant Kähler Models of Certain Compact Complex Spaces
-
Published:2024-04
Issue:3-4
Volume:115
Page:561-568
-
ISSN:0001-4346
-
Container-title:Mathematical Notes
-
language:en
-
Short-container-title:Math Notes
Publisher
Pleiades Publishing Ltd
Reference26 articles.
1. S. Bochner and D. Montgomery, “Locally compact groups of differentiable transformations,” Ann. Math. 47 (2), 639–653 (1946).
2. S. Cantat, “Dynamics of automorphisms of compact complex surfaces,” in Frontier in Complex Dynamics (Princeton University Press, Princeton, 2014), Vol. 51, pp. 463–514.
3. M. Rosenlicht, “Some basic theorems on algebraic groups,” Amer. J. Math. 78, 401–443 (1956).
4. A. Fujiki, “On automorphism groups of compact Kähler manifolds,” Invent. Math. 44, 225–258 (1978).
5. Pure Appl. Math.;C. W. Curtis,1962