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首页> 外文期刊>Differential geometry and its applications >Orthogonal almost complex structures of oriented 6-dimensional submanifolds in the octonions and hypersurfaces in the purely imaginary octonions
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Orthogonal almost complex structures of oriented 6-dimensional submanifolds in the octonions and hypersurfaces in the purely imaginary octonions

机译:在纯正假想正八角形和超曲面中定向的6维子流形的正交几乎复杂的结构

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摘要

This paper is a survey of the orthogonal almost complex structures on oriented 6-dimensional submanifolds the octonions C. First we give a classification of 6-dimensional extrinsic homogeneous almost Hermitian submanifolds of C. Next, we classify almost complex structures of homogeneous hypersurfaces of purely imaginary octonions ImC into 4 types.
机译:本文是对取向C的6维子流形的正交几乎复杂结构的研究。首先,我们对C的6维本征均质几乎Hermitian子流形进行了分类。其次,我们对纯正质的超曲面的几乎复杂结构进行了分类。 ImC的假想张成4种类型。

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