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math.NT2021
Galois groups and prime divisors in random quadratic sequences
John R. Doyle, Vivian Olsiewski Healey, Wade Hindes +1
Given a set defined over a field and an infinite sequence of elements of , one can associate an arboreal representation to , generalizing th…
math.NT2021
Iterated monodromy groups of rational functions and periodic points over finite fields
Andrew Bridy, Rafe Jones, Gregory Kelsey +1
Let be a prime power and a rational function with coefficients in a finite field . For , each element of $\mathbb{P}^1(\F_{q^n})$ is either periodic…