Some properties of ET-projective tensors obtained from Weyl projective tensor

Abstract

Vanishing of linearly independent curvature tensors of a
non-symmetric affine connection space as functions of vanished
curvature tensor of the associated space of this one are analyzed
in the first part of this paper.
Projective curvature tensors of a non-symmetric
affine connection space are expressed as functions of the affine
connection coefficients and vanished Weyl projective tensor of the
corresponding associated affine connection space in the second part
of this paper.