Thesis Students
- Marie Jameson '07, Voting paradoxes caused by dropping candidates in an election.
- Masanori Koyama '07, A decimation-in-frequency fast Fourier transform for the symmetric group.
- Tristan Brand '06, A fast Fourier transform for the symmetric group.
- Zajj Daugherty '05, An algebraic approach to voting theory.
- Eric Malm '05, Decimation-in-frequency FFTs for the symmetric group. [2005 Chavin Prize]
- Melissa Banister '04, Separating sets for the alternating and dihedral groups.
- Will Chang '04, Image processing with wreath products. [2004 Chavin Prize]
- Nate Eldredge '03, An eigenspace approach to isotypic projections for data on binary trees.
- Matthew Macauley '03, Braids and juggling patterns. [2003 Chavin Prize]
- David Uminsky '03, Generalized spectral analysis for large sets of approval voting data.
- Elizabeth Norton '01, Data compression on the symmetric group.
Research Students
- Richard Bowen '10, Bob Chen '10, Hendrik Orem '09, and Martijn Van Schaardenburg '10, Fast matrix multiplication, Summer 2008.
- Brad Froehle and Marie Jameson '07, Fourier analysis on finite groups, Summer 2006 (Claremont REU).
- Mike Hansen '07, Algebraic voting theory, Summer 2006.
- Masanori Koyama '07, Irreducible graphs, Summer 2005.
- Alex Eustis '06 and Gregory Minton '08, Algebraic voting theory, Summer 2005.
- Zajj Daugherty '05, Algebraic aspects of voting theory, Summer 2004.
- Mike Hansen '07, Algebraic aspects of combinatorial landscapes, Summer 2004.
- Marshall Pierce '06, Linear complexity: theory and applications, Summer 2004.
- Moana Evans '06 and Julijana Gjorgjieva '06, Algorithms for noncommutative harmonic analysis, Summer 2003.
- Grant Clifford '04, Group theoretical methods for voting theory, Summer 2003.
- Ruben Arenas '05 and Nate Eldredge '03, An eigenspace approach to computing fast Fourier transforms for the symmetric group, Summer 2002.
- David Uminsky '03, A spectral analysis approach to analyzing voting data, Summer 2002.