Combinatorial Relationship Between Finite Fields and Fixed Points of Functions Going Up and Down

Emerson León, Julián Pulido

Type: Preprint

Publication Date: 2021-01-01

Citations: 0

DOI: https://doi.org/10.48550/arxiv.2111.13745

View Publication

Locations

arXiv (Cornell University) - View - PDF
DataCite API - View

Similar Works

Action	Title	Year	Authors
+ PDF Chat	Combinatorial Relationship Between Finite Fields and Fixed Points of Functions Going Up and Down	2021	Emerson León Julián Pulido
+	Combinatorial Relationship Between Finite Fields and Fixed Points of Functions Going Up and Down	2021	Emerson León Julián Pulido
+	Periodic points of polynomials	1989	Alexandre Erëmenko Genadi Levin
+	Construction of uniformly bounded periodic continued fractions	2016	Paul Mercat
+	Iterated monodromy groups of rational functions and periodic points over finite fields	2021	Andrew Bridy Rafe Jones Gregory A. Kelsey Russell Lodge
+	8. A survey on iterations of mappings over finite fields	2019	Rodrigo Lema Del Rio Martins Daniel Panario Claudio Qureshi
+	A Continued Fraction and Permutations With Fixed Points	1991	Henri Darmon John McKay
+	A Bogomolov property for the canonical height of maps with superattracting periodic points	2021	Nicole Looper
+	A Bogomolov property for the canonical height of maps with superattracting periodic points	2021	Nicole Looper
+	On rational periodic points of $x^d+c$	2018	Mohammad Sadek
+	On rational periodic points of $x^d+c$	2018	Mohammad Sadek
+ PDF Chat	FIXED POINTS OF POLYNOMIALS OVER DIVISION RINGS	2021	Adam Chapman Solomon Vishkautsan
+	Fibonacci type sequences and integer multiples of periodic continued fractions	2022	Michael Obiero Oyengo
+ PDF Chat	Construction de fractions continues périodiques uniformément bornées	2013	Paul Mercat
+ PDF Chat	A Class of Periodic Continued Radicals	2011	Costas Efthimiou
+ PDF Chat	Periodic points of polynomials over finite fields	2021	Derek Garton
+	Periodic points of polynomials over finite fields	2021	Derek Garton
+	Convergence results for systems of linear forms on cyclic groups, and periodic nilsequences	2012	Pablo Candela Olof Sisask
+	Convergence results for systems of linear forms on cyclic groups, and periodic nilsequences	2012	Pablo Candela Olof Sisask
+ PDF Chat	Sequences of polynomials $f$ with periodic expansion of $\sqrt{f}$ in a continued fraction	2024	Г. В. Федоров

Works That Cite This (0)

Action	Title	Year	Authors

Works Cited by This (0)

Action	Title	Year	Authors