arXiv · dg-ga/9502006
Twistor theory, complex homogeneous manifolds and $G$-structures
Abstract
It is shown that any irreducible analytic 1-flat $G$-structure as well as any analytic torsion-free affine connection with irreducibly acting holonomy group can, in principle, be contstructed by twistor methods.
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Sergey A. Merkulov. 1995-02-16. Twistor theory, complex homogeneous manifolds and $G$-structures. https://arxiv.org/abs/dg-ga/9502006
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