Holomorfno projektivna preslikavanja generalisanih hiperboličkih Kelerovih prostora i uopštenja
Author
Petrović, Miloš Z.Mentor
Stanković, Mića
Committee members
Stanimirović, Predrag
Velimirović, Ljubica

Rakić, Zoran
Zlatanović, Milan

Metadata
Show full item recordAbstract
The thesis deals with manifolds with non-symmetric linear
connection, analyzes the properties of such manifolds with
respect to various mappings, but also discovers new manifolds
endowed with additional structures and examines their properties.
In such manner the thesis represents a continuation of
investigation on manifolds with non-symmetric linear connection.
Also, the thesis is a continuation of investigation in the field of
the mappings of manifolds with non-symmetric linear
connection, as well as infinitesimal deformations of such
manifolds. Particularly, generalized hyperbolic Kahler spaces are
defined as special generalized Riemannian spaces and
holomorphically projective mappings between such spaces are
considered. Manifolds with non-symmetric linear connection
admits five linearly independent curvature tensors. By using these
curvature tensors it is possible to consider geometric objects of
manifolds with non-symmetric linear connection which are
invariant wit...h respect to various mappings.