H. Shimada

collaborators

2 papers

math.DG2021

A Finsler metric of constant Gauss curvature $K = 1$ on 2-sphere

I. Masca, S. V. Sabau, H. Shimada

We construct a concrete example of constant Gauss curvature $K = 1$ on the 2-sphere having all geodesics closed and of same length.

math.DG2012

On the existence of Generalized Unicorns on Surfaces

S. V. Sabau, K. Shibuya, H. Shimada

This paper addresses the problem of existence of generalized Landsberg structures on surfaces using the Cartan-Kähler Theorem and a Path Geometry approach.

A Finsler metric of constant Gauss curvature K=1 on 2-sphere

On the existence of Generalized Unicorns on Surfaces

A Finsler metric of constant Gauss curvature $K = 1$ on 2-sphere