Ebtsam H. Taha

activity

20122026

most citedSemi Concurrent vector fields in Finsler geometry

6 citations · 15 across the 20 of their papers we have counts for

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5 papers · 1 filter

math.DG2025

On Generalized Matsumoto Metrics with a Special $π$ -form

A. Soleiman, Ebtsam H. Taha

We explore a generalization of Matsumoto metric intrinsically. Given a Finsler manifold $(M, F)$ which admits a concurrent $π$ -vector field $φ$ , we consider the change $\wi…

math.DG2025

On the generalized $m$ -Kropina metrics

Ebtsam H. Taha

Generalized $m$ -Kropina metrics appear naturally as a spacetime geometry compatible with Lorentz symmetry breaking, leading to useful applications in modified gravity and cosmology…

math.DG2025

A Concurrent Generalized Kropina Change

A. Soleiman, Ebtsam H. Taha

This paper investigates a generalized Kropina metric featuring a specific $π$ -form. Start with a Finsler manifold $(M, F)$ admits a concurrent $π$ -vector field $φ$ , then, e…

math.DG2025

Special anisotropic conformal changes of conic pseudo-Finsler surfaces

Nabil L. Youssef, Ebtsam H. Taha, A. A. Kotb +1

This study presents many special anisotropic conformal changes of a conic pseudo-Finsler surface $(M, F)$ , such as $C$ -anisotropic and horizontal $C$ -anisotropic conformal transform…

math.DG2025

Anisotropic conformal change of conic pseudo-Finsler surfaces, II

Nabil L. Youssef, S. G. Elgendi, A. A. Kotb +1

This paper is a continuation of our investigation of the anisotropic conformal change of a conic pseudo-Finsler surface $(M, F)$ , namely, the change $\overline{F}(x,y)=e^{ϕ(x,y)}F(x…

On Generalized Matsumoto Metrics with a Special π-form

On the generalized m-Kropina metrics

A Concurrent Generalized Kropina Change

Special anisotropic conformal changes of conic pseudo-Finsler surfaces

Anisotropic conformal change of conic pseudo-Finsler surfaces, II

On Generalized Matsumoto Metrics with a Special $π$ -form

On the generalized $m$ -Kropina metrics