• Cameron, T. R. (2018). A practical parallelizable fourth order modification of Laguerre's method. In Progress.
  • Cameron, T. R., Psarrakos, P. J. (2018). On Descartes' rule of signs for matrix polynomials. Submitted.
  • Cameron, T. R. (2018) The determinant from signed volume to the Laplace expansion. To Appear in Amer. Math. Monthly, accepted on 2/12/2018.
  • Cameron, T. R., Steckley, N. I. (2017). On the application of Laguerre's method to the polynomial eigenvalue problem. Working Paper. arXiv:1703.08767 [math.NA]
  • Cameron, T. R. (2016). On the reduction of matrix polynomials to Hessenberg form. ELA, 31: 321-334.
  • Cameron, T. R. (2015). Spectral bounds for matrix polynomials with unitary coefficients. ELA, 30: 585-591.

Student Work

  • Huseyin Altinisik, Max Li, Pasha Zonkin, and Jenny Zhong. Heterogeneous Computing and OpenCL, Ongoing.
  • Nick Steckley, On modifications to Laguerre's method and the polynomial eigenvalue problem, presented at the 2017 PNWNAS.
  • Leo Trujilo, The numerical range of a matrix polynomial, presented at the 2016-2017 College of Idaho Undergraduate Research Conference, The College of Idaho.
  • Will Callahan, Sam Chandler, Johanna Mori, and Leo Trujilo, Using Chebyshev polynomials to solve ordinary differential equations, presented at the 2016 Murdock Undergraduate Research Conference, The College of Idaho.
  • Nikolas Steckley, A personalized grade management system using MySQL and PHP, Washington State University.
  • Grant Hutchings, Numerical Algorithms for matrix computations and applications, Washington State University.
  • Michael Newsham, Bernstein Polynomials and companion matrices, Washington State University.