About fields of geometrical objects connected with the complex central nondegenerate hyperquadrics
A field of some geometrical objects internally connected with a complex (n-parametrical family) of the central nondegenerate hyperquadrics in n-dimensional affine space are defined and their geometrical sense is found out.
1. Кретов М. В. Дифференцируемые ...
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distribution, projective connection, subbundle, torsion-curvature tensor, projective connection object, geometrical object, geometrical object coverage
5-17
Representation of projective connections on the SH -distribution of the projective space
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distribution, projective connection, subbundle, torsion-curvature tensor, projective connection object, geometrical object, geometrical object coverage
5-15
The curvature object of the fundamental-group connection of the second-order
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normalization, quasitensor, subbundle, Bompiani–Pantazi bijection, geometrical object coverage, hypersurface
10-15
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Popov Y. I.
distribution, subbundle, bundle, quasitensor, internal normalization, projectivity Bompiani — Pantazi, geometrical object
69-75
Fields of fundamental and captured geometrical objects of the 2nd or-der H-distribution of affine space
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Popov Ju.
subbundle, normalization, normal, tensor, quasitensor, distribution, coincidence, Bompiani–Pantazi bijection, envelopment of geometrical object
18-24