Title of article
Geodesic vectors of (α, β)-metrics on hypercomplex 4-dimensional Lie groups
Author/Authors
Zeinali Laki ، Milad Department of Mathematics - University of Mohaghegh Ardabili , Latifi ، Dariush Department of Mathematics - University of Mohaghegh Ardabili
From page
271
To page
283
Abstract
In this paper, we consider invariant (α, β)-metrics and describe all geodesic vectors and investigate the set of all homogeneous geodesics on left invariant hypercomplex four dimensional simply connected Lie groups. Also, we study the conditions for the Douglas and Berwald type of (α, β)-metrics on the left invariant hypercomplex four dimensional simply connected Lie groups.
Keywords
(α , β) , metrics , Complex structure , Geodesic vector , homogeneous geodesic , Hypercomplex Lie groups
Journal title
Journal of Hyperstructures
Journal title
Journal of Hyperstructures
Record number
2774582
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