S E R M O N    2 0 1 0

Participants

• Scott Ahlgren, University of Illinois, Urbana-Champaign.
• Central critical values of modular L-functions mod p.
• Pradipto Banerjee, University of South Carolina.
• Investigations into Galois groups of generalized Laguerre polynomials.
• Jeff Beyerl, Clemson University.
• Matt Boylan, University of South Carolina.
• Jim Brown, Clemson University.
• Special values of L-functions for Saito-Kurokawa lifts.
• Kenny Brown, University of South Carolina.
• John Bryk, John Jay College (CUNY).
• Counting roots of polynomials modulo primes.
• Mike Detlefsen, Slippery Rock University.
• More symmetry for symmetric primes.
• Scott Dunn, University of South Carolina.
• Michael Filaseta, University of South Carolina.
• Carrie Finch, Washington & Lee University.
• Sierpinski numbers of the form k^r + 1 and k^r + 2.
• Peter Fletcher, Virginia Tech.
• Quadratic reciprocity for symmetric pairs of primes.
• Jenny Fuselier, High Point University.
• Hypergeometric functions over F_p and counting points.
• Sam Gross, University of South Carolina.
• Maxine Guzman, High Point University.
• Kevin Hare, University of Waterloo.
• Odd perfect numbers (Friday talk at 2:30, especially for undergraduates).
• Stolarsky's conjecture and the sum of digits function (SERMON talk).
• Kevin James, Clemson University.
• Hiren Maharaj, Clemson University.
• Asymptotically optimal towers over finite fields from modular curves.
• Michael Mossinghoff, Davidson College.
• Carlos Nicolas, University of North Carolina, Greensboro.
• Lower and upper bounds on the size of full convex subdivisions.
• Patricia O'Connor, High Point University.
• Sebastian Pauli, University of North Carolina, Greensboro.
• Filip Saidak, University of North Carolina, Greensboro.
• Drew Sills, Georgia Southern University.
• Identities of the Ramanujan-Slater type.
• David Stone, Georgia Southern University.
• Brett Tangedal, University of North Carolina, Greensboro.
• Andrew Vincent, University of South Carolina.
• John Webb, University of South Carolina.
• Cameron Withrow, Radford University.
• Hui Xue, Clemson University.
• A higher weight Gross-Kohnen-Zagier theorem.
• Dan Yasaki, University of North Carolina, Greensboro.
• Modular forms and elliptic curves over the field of fifth roots of unity.

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