Directory UMM :Journals:Journal_of_mathematics:TAC:
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In analogy with the distance between two continuous affine maps, we will construct a metric to evaluate the distance between two metric jets: fixing a pair of points ( a and a ′
Choudhury, A unique common fixed point theorem for a sequence of self- mappings in Menger spaces , Bull.. Choudhury, A common unique fixed point result in metric spaces involv-
To study the existence of a global attractor, we have to find a closed metric space and prove that there exists a global attractor in the closed metric space.. Since the total mass
In this paper, we consider Riemannian manifolds admitting a semi-symmetric non-metric connection such that U is a unit parallel vector field with respect to the Levi-Civita
Coordinate systems play an essential role in the study of global differential geometry, particularly the Riemannian adapted coordinate system appears often in the study of a
Szab´o claims that if the Finsler metric F is Landsberg, the Berwald parallel transport preserves the Riemannian metric g.. The claim itself
Properties of covariant connections defined on the generalized tangent bundle of a Riemannian manifold are established and their invari- ance with respect to generalized
The latter consists in proving that each two-dimensional Riemannian metric of positive curvature given on the sphere is realizable as the intrinsic metric of a closed convex
