Publications resulting from our REU

  1. J. Battista, J. Bayless, D. Ivanov and K. James, Average Frobenius distributions for elliptic curves with nontrivial rational torsion , Acta Arith. 119 (2005), no. 1, 81--91.
  2. K. Bowman, N. Calkin, Z. Cochran, T. Flowers, K. James and S. Purvis, Linear independence in a random binary vector model, 36th Southeastern International Conference on Combinatorics, Graph Theory, and Computing. Congr. Numer. 172 (2005), 29--32.
  3. N. Calkin, J. Davis, K. James, E. Perez and C. Swannack, Computing the integer partition function., Math. Comp. 71 (2002) no. 239, 1263--1270.
  4. M. Brown, N. Calkin, K. James, A. King, S. Purvis and R. Rhoades, Trivial Selmer groups and the number of even partitions of a graph, INTEGERS: ELECTRONIC JOURNAL OF COMBINATORIAL NUMBER THEORY, 6 (2006), #A33.
  5. N. Calkin, K. James, S. Purvis, S. Race, K. Schneider, M. Yancey, Counting Kings: Explicit Formulas, Recurrence Relations, and Generating Functions! Oh My! Congressus Numerantium 182 (2006), 41-51.
  6. N. Calkin, K. James, S. Purvis, S. Race, K. Schneider, M. Yancey, Counting Kings: As easy as $\lambda_1$, $\lambda_2$, $\lambda_3$, ... Congressus Numerantium 183 (2006), 83-95.
  7. B. Brown, N. Calkin, T. Flowers, K. James, E. Smith and A. Stout, Elliptic Curves, Modular Forms, and Sums of Hurwitz Class Numbers, Journal of Number Theory, 128 , no. 6, (2008), 1847--1863.
  8. N. J. Calkin, N. Drake, K. James, S. Law, P. Lee, D. Pennsiton, J. Radder, Divisibility properties of the 5-regular and 13-regular partition functions , INTEGERS: ELECTRONIC JOURNAL OF COMBINATORIAL NUMBER THEORY, 8 (1) (2008) # A60 .
  9. J. Burkhart, N. J. Calkin, S. Gao, J. C. Hyde-Volpe, K. James, H. Maharaj, S. Manber, J. Ruiz, E. Smith, Finite field elements of high order arising from modular curves , Designs, Codes and Cryptography, 51:3 June 2009.