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Quantitative Estimates for the Size of the Zsigmondy Set in Arithmetic Dynamics by Gao, Yang; Ji, Qingzhong is a scholarly article available to read on EtoBox.

What is Quantitative Estimates for the Size of the Zsigmondy Set in Arithmetic Dynamics about?

Let \( K \) be a number field. We provide quantitative estimates for the size of the Zsigmondy set of an integral ideal sequence generated by iterating a polynomial function \(\varphi(z) \in K[z]\) at a wandering point \(\alpha \in K.\)

Author

Gao, Yang; Ji, Qingzhong

Published

2024

Language

EN