… We denote this warped product by M ×f N. We just showed that (M ×f N,F) is a Finsler manifold
in the restricted sense above. Our goal is to express the geometry of warped product by …

… the curvature of warped product Finsler spaces and the Laplacian of the Sasaki-Finsler metrics.
In [… of the doubly warped product Finsler manifold and the curvatures of its components. …

… extended the construction of warped and doubly warped product to the Finslerian context [16].
In … of products of Finsler manifolds by considering the twisted product of Finsler manifolds. …

… Finsler manifolds. In sections 3 and 4, we study doubly warped product Finsler metrics or
briefly DWP-Finsler … In section 5, we prove that every proper Douglas DWP-Finsler manifold is …

… warped product Finsler manifolds. We prove that every C -reducible or proper Berwaldian
doubly warped product Finsler manifold is … of doubly warped product Finsler manifold and its …

… Warped Product Finsler Manifolds In this section we briefly recall the basic ideas concerning
the warped product of Finsler manifolds… = (M2,F2) be two Finsler manifolds with dim M1 = n1 …

… for warped product Finsler spaces, which we call a warped-… of warped product Finsler spaces,
calling them C-Warped … all of the constant curvature Finsler spaces of warped product type. …

… Because the Finslerian warped product metric can degenerate we regard a warped product
as metric measure space that is in general neither a Finsler manifold nor an Alexandrov …

… manifolds. As corollaries, we find the necessary and sufficient conditions for the Sasaki-Finsler
metric G of a warped product Finsler manifold to … on a warped product Finsler manifold to …

… problems in Finsler geometry is to study Finsler metrics … Finsler warped product metrics of
scalar flag curvature. In particular, we find equations that characterize Finsler warped product …