Number theory, cryptology, coding, modular forms, ...

Summer 2002

• Jacob Bernstein, Univ. of Michigan, Siegel Modular Forms
• Anna Marie Bohman, M.I.T., The Sylow Theorems
• Lee Dicker, McGill Univ.
• Amanda Febey, St. Olaf College, Basic Number-theoretic Algorithms and Examples in C++, using GMP
• Josh Green, Univ. Arizona
• Roxanne Johnson, Northland College, Developing a crypto course
• Michael Lieberman, Reed College, Hecke L-functions on Algebraic Number Fields
• Stephen Lu, Princeton University
• Ben Rosenfield, Middlebury College
• Kristin Shaw, University of British Columbia

Summer of 2001

• Laura Chasman, California Institute of Technology
• Ben Chastek, St. Mary's University, On the infinitude of primes
• Kevin Costello, California Institute of Technology ... Partitions
• Michel D'sa, Highland Park High School, Highland Park, MN
• Lee Dicker, McGill University ... The Hasse-Minkowski Theorem
• Ali Elgindi, Memorial Park High School, Eau Claire, WI
• McKenzie Lamb, Beloit College
• Natalie Linnell, University of Minnesota, Twin Cities
• Christina Mulligan, Harvard University
• Mohammad Zaki, Minnesota State University at Mankato ... Quadratic Fields and Transcendental Numbers

Summer 2000

• Geoff Anderson, Harvard
• Dan Biebighauser, Concordia College ... " Testing Pseudo-Random Number Generators "
• Erin Casey, St. Benedict ... " The Massey-Berlekamp Algorithm "
• Andrew Crabbe, Trinity University
• Chris Davis, Stanford University ... " P-adic numbers "
• Kaisa Taipale, California Institute of Technology ... " Pell's equation and units in real quadratic fields "