On a special class of submanifolds in pseudoeuclidean space En2n

Samvel Haroutunian

Abstract


A special class of 2m dimensional submanifolds M→En2n with structure of double fiber bundle is studied. Using the Cartan's method of exterior forms on manifold the structure equations of M are discovered and the differential geometric structure on M is described. M has the structure of Rashevsky-Einstein space.

Keywords


Submanifold, exterior forms, pseudoriemannian space, Einstein-Rashevsky space

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DOI: http://dx.doi.org/10.1478/AAPP.952A4

Copyright (c) 2017 Samvel Haroutunian

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