A. Behzadi

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math.DG2022

Geometry of submanifolds of all classes of third-order ODEs as a Riemannian manifold

Z. Bakhshandeh-Chamazkoti, A. Behzadi, R. Bakhshandeh-Chamazkoti +1

In this paper, we prove that any surface corresponding to linear second-order ODEs as a submanifold is minimal in all classes of third-order ODEs $y^{'''} = f (x, y, p, q)$ as a Riemanni…

math.DG2017

General $(α, β)$ metrics with relatively isotroic mean Landsberg curvature

A. Ala, A. Behzadi, M. Rafiei-Rad

In this paper, we study a new class of Finsler metrics, F=αϕ(b^2,s), s:=β/α, defined by a Riemannian metric αand 1-form β. It is called general (α, β) metric. In this paper, we ass…

Geometry of submanifolds of all classes of third-order ODEs as a Riemannian manifold

General (α,β) metrics with relatively isotroic mean Landsberg curvature

General $(α, β)$ metrics with relatively isotroic mean Landsberg curvature