MMath, DPhil
Research Fellow, University of Bristol
Principal areas of interest
Computational Number Theory and Arithmetic Algebraic Geometry, specifically in computing Zeta functions of varietes over finite fields using p-adic cohomology. I am currently working on implementing Lauder's "Fibration Algorithm" in new cases. I completed my DPhil under the supervision of Alan Lauder at the University of Oxford in 2009.
Wed 27/01/10, University of Bristol Heilbronn seminar, "Counting points on varieties over finite fields by fibration"
Thurs 4/02/10, University of Oxford Number Theory Seminar, "Point counting via fibration and minimalism on elliptic curves"
Wed 17/03/10, Effective methods in p-adic cohomology workshop, Oxford, "Minimalism on Ellipic curves"
Wed 19/05/10, Workshop on Computational Number Theory and Arithmetic Geometry, K.U. Leuven, "Counting points on curves by fibring into zero dimensions"
Tues 01/06/10, Warwick University Number Theory Seminar, "Computing the
number of points on varieies over finite fields using $p$-adic
cohomology".
Tues 18/05/11, University of Bristol Junior Number Theory Seminar, "Average behaviour of elliptic curves over global fields".
Tues 08/06/11, Goettingen University Algebraic Number Theory Seminar, "A
survey of point counting on varieties over finite fields using $p$-adic
cohomology".