2 citations · 2 across the 2 of their papers we have counts for
3 papers
math.DG2021★ 2 cited
Finslerian indicatrices as algebraic curves and surfaces
P. Chansri, P. Chansangiam, S. V. Sabau
We show how to construct new Finsler metrics, in two and three dimensions, whose indicatrices are pedal curves or pedal surfaces of some other curves or surfaces. These Finsler met…
math.DG2021
Surfaces of revolution admitting strongly convex slope metrics
P. Chansagiam, P. Chansri, S. V. Sabau
This paper discusses the geometry of a surface endowed with a slope metric. We obtain necessary and sufficient conditions for any surface of revolution to admit a strongly convex s…
math.DG2018
The geometry on the slope of a mountain
P. Chansri, P. Chansangiam, S. V. Sabau
The geometry on a slope of a mountain is the geometry of a Finsler metric, called here the {\it slope metric}. We study the existence of globally defined slope metrics on surfaces…