Abstract: (159 Views)
In this paper, we study Kropina spaces whose geodesics are the orbits of one-parameter subgroup of the group of isometries. Also, we study Kropina g.o. metrics on ho-mogeneous spaces with two isotropy summands and we will investigate Kropina g.o. metrics
on compact homogeneous spaces with two isotropy summands. A complete characterization
of navigation data of non-Riemannian Kropina g.o. metrics is given.
Type of Study:
Research Article |
Subject:
Mathematical Analysis Published: 2024/10/11
Send email to the article author