# Fifteenth Algorithmic Number Theory Symposium, ANTS-XV,

University of Bristol

August 8 - 12, 2022

## About

The ANTS meetings, held biannually since 1994, are the premier international forum for the presentation of new research in computational number theory and its applications. They are devoted to algorithmic aspects of number theory, including elementary number theory, algebraic number theory, analytic number theory, geometry of numbers, algebraic geometry, finite fields, and cryptography.

The 15th edition of ANTS will be held at the University of Bristol, from 8 to 12 August, 2022.

To get updates about ANTS XV, subscribe to ants-xv-announcements@googlegroups.com.

The organisers can be contacted at ants-xv-organizers@googlegroups.com.

For information on past meetings in the ANTS series, see the ANTS website.

## Plenary Speakers

## Committees

**Organising committee:**

- Jonathan Bober
- Andrew Booker
- Min Lee
- Chloe Martindale

**Program committee:**

- Divesh Aggarwal
- Jennifer Balakrishnan
- Wouter Castryck
- Edgar Costa
- Anamaria Costache
- Tako Boris Fouotsa
- Ghaith Hiary
- Bo-Hae Im
- Elena Kirshanova
- Sabrina Kunzweiler
- Tanja Lange
- Changmin Lee
- Yoonjin Lee
- Alice Pellet-Mary
- David Platt
- Christophe Petit
- Benjamin Smith
- Katherine E. Stange
- Fredrik StrÃ¶mberg
- Yan Bo Ti
- Gonzalo TornarÃa
- Timothy Trudgian
- Benjamin Wesolowski
- Lukas Zobernig

## Selfridge Prize

At each ANTS meeting, the Selfridge Prize is awarded to the best submitted paper as judged by the program committee. The prize is funded by the Number Theory Foundation.

## Sponsors

Primary funding for ANTS-XV comes from the Heilbronn Institute for Mathematical Research through the UKRI/EPSRC Additional Funding Programme for Mathematical Sciences.

United States National Science Foundation funds will also be available for travel for U.S. based participants.

Funds from the London Mathematical Society will also be available, primarily for travel for students in the U.K.

We are also grateful for generous funding from PQShield.