Position After Graduation: Lecturer at UNCG
Degree(s): M.A. in Mathematics, Clemson University (2009), Ph.D. in Computational Mathematics, UNCG (2017)
Dissertation: Computing Galois groups of Eisenstein polynomials over p-adic fields
Ph.D. Advisor(s): Sebastian Pauli
Member of the Research Group(s): Number Theory
- C. Awtrey, N. Miles, J. Milstead, C. Shill, and E. Strosnider, Galois groups of degree 14 2-adic ﬁelds, Involve 8-2 (2015) 331–338.
- Constructing Splitting Fields of Polynomials over Local Fields with Sebastian Pauli and Brian Sinclair in Jan Rychtar, Sat Gupta, Ratnasingham Shivaji, and Maya Chhetri (Editors), Topics from the 9th Annual UNCG Regional Mathematics and Statistics, Springer Verlag