Vefa Goksel

collaborators

2 papers

math.NT2025

Iterates of post-critically finite polynomials of the form $x^{d} + c$

Vefa Goksel

Fix a prime number $d$ . The post-critically finite polynomials of the form $f_{d, c} = x^{d} + c \in C [x]$ play a fundamental role in polynomial dynamics. While many results are…

math.NT2025

The non-unit conjecture for Misiurewicz parameters

Robert L. Benedetto, Vefa Goksel

A Misiurewicz parameter is a complex number $c$ for which the orbit of the critical point $z = 0$ under $z^{2} + c$ is strictly preperiodic. Such parameters play the same role as special…

Iterates of post-critically finite polynomials of the form xd+c

The non-unit conjecture for Misiurewicz parameters

Iterates of post-critically finite polynomials of the form $x^{d} + c$