Chatchawan Panraksa

most citedWetzel's sector covers unit arcs

1 citations · 1 across the 1 of their papers we have counts for

collaborators

2 papers

math.NT2021

Rational Periodic Points of $x^{d} + c$ and Fermat-Catalan Equations

Chatchawan Panraksa

We study rational periodic points of polynomial $f_{d, c} (x) = x^{d} + c$ over the field of rational numbers, where $d$ is an integer greater than 2. For period 2, we classify all possibl…

math.MG2019★ 1 cited

Wetzel's sector covers unit arcs

Chatchawan Panraksa, Wacharin Wichiramala

We settle J. Wetzel's 1970's conjecture and show that a 30{^\circ} circular sector of unit radius can accommodate every planar arc of unit length. Leo Moser asked in 1966 for the s…

Rational Periodic Points of xd+c and Fermat-Catalan Equations

Wetzel's sector covers unit arcs

Rational Periodic Points of $x^{d} + c$ and Fermat-Catalan Equations