Geometry of Space Generated by Metric and Torsion, the Field Equations
Yaremenko Mikola
Broschiertes Buch

Geometry of Space Generated by Metric and Torsion, the Field Equations

Geometry Y^n-Space Generated by Metric and Torsion Tensors, the United Gravitational-Electromagnetic Theory in Y^n-Space

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We present the theory of Y^n - space, which is essentially different from E. Cartan's theory and that is physically more close to the theory of A. Einstein, but from a mathematical point of view, our theory is distinctive from both A. Einstein and E. Cartan theories. The Geometry of Y^n-space generated by the metric and torsion tensors; we obtained results on the structure of curvature tensor. Geodesics in Y^n space is depended on both metric and torsion tensors, which describe it geometry and don't coincide with geodesics in Riemannian space with the same metric. We considered the hypersurfac...