Xander Faber und Benjamin Hutz - Info zur Person

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Rafe Jones CVCarleton College

people.carleton.edu

von RN IMRN · — Xander Faber, Benjamin Hutz, Patrick Ingram, Rafe Jones, Michelle Manes, Thomas J. Tucker, and. Michael Zieve. Uniform bounds on pre-images under quadratic ...

Selected Publications | Benedetto, Robert L. | Amherst College

www.amherst.edu

with Xander Faber, Benjamin Hutz, Jamie Juul, and Yu Yasufuku, ``A large arboreal Galois representation for a cubic postcritically finite polynomial,'' Research ...

A Remark on the Effective Mordell Conjecture and Rational ...arXiv Vanity

www.arxiv-vanity.com

[4] Xander Faber and Benjamin Hutz. On the number of rational iterated pre-images of the origin under quadratic dynamical systems. arXiv: v2 [math.

A remark on the effective Mordell Conjecture and rational ...Numdam

www.numdam.org

von XWC Faber · · Zitiert von: 4 — [4] Xander Faber, Benjamin Hutz, On the number of rational iterated pre-images of the origin under quadratic dynamical systems, preprint.

Curriculum Vitae - Rob Benedetto - Amherst CollegeAmherst College

rlbenedetto.people.amherst.edu

[31] (with Xander Faber, Benjamin Hutz, Jamie Juul, and Yu Yasufuku), A large arboreal Galois representation for a cubic postcritically finite polynomial, ...

Galois Action and Entropy in Non-archimedean DynamicsNational Science Foundation (.gov)

www.nsf.gov

Robert L. Benedetto, Xander Faber, Benjamin Hutz, Jamie Juul, Yu Yasufuku "A large arboreal Galois representation for a cubic postcritically finite polynomial" ...

The uniform boundedness conjecture in arithmetic dynamicsAmerican Institute of Mathematics

aimath.org

by Xander Faber and Benjamin Hutz. Uniform bounds on pre-images under quadratic dynamical systems. by Xander Faber, Benjamin Hutz, Patrick Ingram, ...

Uniform bounds on pre-images under quadratic dynamical ...University of Michigan

dept.math.lsa.umich.edu

Xander Faber, Benjamin Hutz, Patrick Ingram, Rafe Jones, Michelle Manes, Thomas J. Tucker, and Michael E. Zieve: Uniform bounds on pre-images under ...

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