#finsler geometry
4 papers · 1 filter
Turing patterns on non-fluctuating surfaces under mechanical stresses
Fumitake Kato, Hiroshi Koibuchi, Madoka Nakayama +2
The paper numerically investigates how Turing patterns formed by reaction‑diffusion on fixed lattices respond to mechanical stresses using a Finsler geometry framework.
Golden Finsler Geometry: Local Properties and Global Deformations
Ebtsam H. Taha, Bankteshwar Tiwari, A. Soleiman
The paper defines a new "golden" Finsler structure on smooth manifolds, derives its local metric and geodesic properties, studies projective flatness of related (α,β)-metrics, and…
Linearized heat semigroups on Finsler measure spaces and some applications
Qiaoling Xia
The paper investigates linearized heat semigroups on Finsler measure spaces, proving their conservativeness under lower bounds on weighted Ricci curvature and using this framework…
Sharp -uncertainty principles on Finsler measure spaces
Ranran Li, Qiaoling Xia
The paper establishes sharp L^p (p>1) uncertainty principles on forward complete, noncompact Finsler measure spaces, extending classical inequalities such as Heisenberg‑Pauli‑Weyl,…