Publications
 A Bound for Fractional Stieltjes Constants with Ricky Farr and Filip Saidak
 On Fractional Stieltjes Constants with Ricky Farr and Filip Saidak
 A Zero Free Region for the Fractional Derivatives of the Riemann Zeta Function with Ricky Farr and Filip Saidak
 Enumerating Extensions of (π)Adic Fields with Given Invariants with Brian Sinclair  TABLES
 Constructing Splitting Fields of Polynomials over Local Fields with Jonathan Milstead and Brian Sinclair
 More Zeros of the Derivatives of the Riemann Zeta Function on the Left Half Plane with Rick Farr
 Single Factor Lifting for Polynomials over Local Fields with Jordi Guardia and Enric Nart
 Application of Object Tracking in Video Recordings to the Observation of Mice in the Wild with Thomas Parrish and Matina KalcounisRueppell  Project web site
 On the zeros of ζ(s)c with Adam Boseman
 New ZeroFree Regions for the Derivatives of the Riemann Zeta Function with Thomas Binder and Filip Saidak
 Galois Groups of Eisenstein Polynomials whose Ramification Polygon has one Side with Christian Greve
 Factoring Polynomials over Local Fields II
 Computation of 2groups of narrow logarithmic divisor classes of number fields with JeanFrancois Jaulent, Michael E. Pohst, and Florence SorianoGafiuk
 Constructing Class Fields over Local Fields

Slides:
Computeralgebra in der Lehre am Beispiel Kryptografie
Slides: An Introduction to RSA  GiANT: Graphical Algebraic Number Theory with Aneesh Karve
 Computing Residue Class Rings and Picard Groups of Arbitrary Orders with Jürgen Klüners
 The Discrete Logarithm in Logarithmic lClass Groups and its Applications in KTheory with Florence SorianoGafiuk, proceedings of ANTS VI
 A new Algorithm for the Computation of logarithmic lclass groups of number fields with F. Diaz y Diaz, J.F. Jaulent, M.E. Pohst, and F. SorianoGafiuk
 Congruence Subgroups of PSL(2,Z) of Genus up to 24  TABLES with Chris Cummins
 Computing the Multiplicative Group of Residue Class Rings with Florian Heß and Michael E. Pohst
 A Guide to Polynomial Factorization over Q_{p} with David Ford and Xavier Roblot
 Factoring Polynomials over Local Fields
 Efficient Enumeration of Extensions of Local Fields with Bounded Discriminant PhD thesis under the supervision of David Ford, Concordia University, 2001
 On the Computation of All Extensions of a padic Field of a Given Degree with Xavier Roblot