… (2) that a concircular vector field is a geodesic vector field. Let v be a geodesic vector field on
a … Note that v being a non-trivial geodesic vector field, we have the constant c ≠ 0 . Now, in …

… vector field with acceleration of each of its integral curves is proportional to velocity. In this
paper, we show that the presence of a geodesic vector field on a … using geodesic vector fields. …

… the impact of geodesic vector fields (vector fields whose trajectories are geodesics) on the …
In this paper, we find a characterization for a Killing vector field using a geodesic vector field (cf…

… In this case the geodesic level sets are topological … geodesic distance from the equilibrium
or periodic orbit, and we also show how geodesic level sets change with increasing geodesic …

… We study to what extent vector fields on Lie groups may be considered as geodesic fields. …
on a Lie group, we prove there exists a Riemannian metric whose geodesics are its …

… smooth vector fields on M n by X ( M n ) and arbitrary smooth vector fields on M n by X , Y , Z
. … An is called a geodesic mapping of A n onto An if f maps any geodesic curve on A n onto a …

… permit ϕ(Ric)- vector fields. These spaces are widely applied … basic equations of theory of
geodesic mappings for the above-… Some geometric properties of the described vector fields are …

… , denote the geodesic vector field by v, … geodesic vector field v is necessary transversal
to it. Arguing by the method of contradiction, assume there exists a point where the vector field …

… Our system combines basis vector fields to make an initial vector field that meets user …
vector fields on curved surfaces represented as meshes, we make use of the ideas of geodesic …

… a Killing vector field is a generalized geodesic vector field, … geodesic vector fields that are
not Killing vector fields, we refer … vector field ξ to be a generalized geodesic vector field and …