- RESEARCH INTERESTS:
Analytic Number Theory, Random Matrix Theory, Analysis and
Probability (distribution of zeros and n-level statistics for
families of L-functions, especially families of elliptic curves with rank over
Q(T), classical random matrix theory, random graphs, ranks of elliptic curves,
computational number theory, probability theory, Benford's Law, cryptography,
linear programming, multiple Dirichlet series, sabermetrics, ...).
Thesis
Papers
Talks
My Book (Invitation to Modern Number Theory)
Handouts
My
Riddles Page
1 and 2 Level Density Functions
for Families of Elliptic Curves: Evidence for the Underlying Group Symmetries.
Advisors: Peter Sarnak,
Henryk Iwaniec
Princeton University: May 2002
Abstract:
dvi
ps
pdf
Introduction:
dvi
ps
pdf
Thesis:
dvi
ps
pdf
- RESEARCH INTERESTS:
Analytic Number Theory, Random Matrix Theory,
Probability (zeros and n-level statistics for
families of L-functions, especially families of elliptic curves with rank over Q(T), classical random matrix theory, random graphs,
computational number theory, Benford's Law, cryptography, linear programming, sabermetrics, ...).
Thesis
Papers
Talks
My Book (Invitation to Modern Number Theory)
Handouts
My
Riddles Page
Notes
Graduate Workshop Lfns-RMT
-
LINKS:
photos of Cam
Pictures
Twistie
Art
Arxiv
MathSciNet
Mathlabs (Princeton
, NYU,
OSU,
AIM)
Williams Math
Williams College
Spencer Neighborhood
RECENT CONFERENCES: Undergrad Research Panel (Boston 2012)
Undergrad
Research Session (HC 2011 and
BC 2013)
