Tenth Algorithmic Number Theory Symposium ANTS-X University of California, San Diego July 9 – 13, 2012 Tenth Algorithmic Number Theory Symposium (ANTS-X) July 9 – 13, 2012

The poster session will take place Tuesday, July 10, from 3:30 PM to 5:00 PM, coincident with the afternoon refreshment break. Here is the list of accepted posters, with links to abstracts. In the case of a multiauthored poster, an asterisk indicates the presenting author (when known).

• Robert Akscyn, The composites are a hyperbolic fractal
• Nihal Bircan, On sequences of integers of quadratic fields and computations (poster file)
• Richard Cho, Quadratic residues and their application
• Gook Hwa Cho, Namhum Koo, Eunhye Ha, and Soonhak Kwon*, New cube root algorithm based on third order linear recurrence relation in finite field (poster file)
• Claus Fieker and Yinan Zhang*, Computing the p-part of the class group (poster file)
• Steven Hayman and Andrew Shallue*, Constructing a ten billion factor Carmichael number (poster file)
• Joshua Holden, Fixed points and two-cycles of the self-power map (poster file)
• Ariah Klages-Mundt, Computing elliptic curves over complex cubic fields
• Syed Lavasani and Colin Weir, Classifying trace zero varieties susceptible to genus 3 cover attacks
• Jonathan Prieto, Thinking in cryptography with CUDA algorithms of number theory
• Yih-Dar Shieh, Point counting on non-hyperelliptic genus 3 curves with automorphism group Z/2Z using Monsky-Washnitzer cohomology
• Campo Elías Suárez, About the distribution of primes in polynomial form