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On holomorphically projective mappings from equiaffine symmetric and recurrent spaces onto Kählerian spaces

Škodová, Marie; Mikeš, Josef; Pokorná, Olga — 2005

Proceedings of the 24th Winter School "Geometry and Physics"

On holomorphically projective mappings from equiaffine generally recurrent spaces onto Kählerian spaces

Raad J. K. al Lami; Marie Škodová; Josef Mikeš — 2006

Archivum Mathematicum

In this paper we consider holomorphically projective mappings from the special generally recurrent equiaffine spaces $A_{n}$ onto (pseudo-) Kählerian spaces ${\bar{K}}_{n}$ . We proved that these spaces $A_{n}$ do not admit nontrivial holomorphically projective mappings onto ${\bar{K}}_{n}$ . These results are a generalization of results by T. Sakaguchi, J. Mikeš and V. V. Domashev, which were done for holomorphically projective mappings of symmetric, recurrent and semisymmetric Kählerian spaces.

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