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math.DG2026
Finite Volume Einstein Finsler Warped Product Manifolds of Non-positive or Non-negative Scalar Curvature
Mohammad Aqib, Hemangi Madhusudan Shah, Pankaj Kumar +1
The notion of warped product plays an important role in Riemannian geometry moreover in geodesic metric spaces. The warped product was first introduced by Bishop and O'Neill to stu…
math.DG2020
On equivalence of two non-Riemannian curvatures in warped product Finsler metrics
Ranadip Gangopadhyay, Anjali Shriwastawa, Bankteshwar Tiwari
In this paper we study warped product Finsler metrics and show that the notion of isotropic -curvature and isotropic -curvature are equivalent for this class of metrics.