EQUIVARIANT KURANISHI FAMILY OF COMPLEX COMPACT MANIFOLDS
Résumé
We prove that actions of complex reductive Lie groups on a complex compact manifold are locally extendable to its Kuranishi family. This can be seen as an analogue of Rim’s result (see Rim in Trans Am Math Soc 257(1):217–226, 1980) in the analytic setting.
Domaines
Mathématiques [math]
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Doan - 2021 - Equivariant Kuranishi family of complex compact ma.pdf (368.18 Ko)
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