Some Invariants of Conformal Mappings of a Generalized Riemannian Space

Abstract

Invariants of conformal mappings between non-symmetric affine
connection spaces are obtained in this paper. Correlations
between these invariants and the Weyl conformal curvature tensor
are established. Before these invariants, it is obtained a
necessary and sufficient condition for a mapping to be
conformal. Some appurtenant invariants of conformal mappings are
are obtained.