Sharedwww / CV.texOpen in CoCalc
%CV.tex -- the ultimate CV LaTeX file
\documentclass[12pt]{article}
\newcommand{\myname}{William A.\ Stein}
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\newcommand{\email}{{\sf was@math.harvard.edu}}
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Cambridge, MA  02138\\
USA\\
Email: \email{}}


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        \hfill Curriculum Vitae\vspace{-.2ex}\\}
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\begin{document}
\begin{MainList}{104pt}

\item [Education]
\begin{bulletlist}
\item {\bf University of California at Berkeley}\\
      Ph.D., mathematics, May 2000.

\item Northern Arizona University, Flagstaff, Arizona\\
M.S. student, mathematics, 1994--1995.\\
B.S., mathematics, computer science minor, 1991--1994.
\end{bulletlist}

\item [Dissertation]
\begin{bulletlist}
\item
{\sc Explicit approaches to modular abelian varieties}\\
Committee: Hendrik W.~Lenstra (Chair), Bjorn Poonen, Bin Yu.
\end{bulletlist}

\item [Awards]
\begin{bulletlist}
\item Harvard University, NSF Postdoc under 
      Mazur, Fall 2000--present.
\item Clay Mathematics Institute Liftoff Fellow, Summer 2000.
\item Cal@SiliconValley University Fellowship, 1999--2000.
\item Sarah M.\ Hallam Department Fellowship, Spring 1999.
\item Vice Chancellor Research Grant, 1999.
\item Graduate Student Researcher, Fall 1998.
\item Outstanding Mathematics Senior, 1994.
\item Applied math modeling contest, meritorious ranking, 1994.
\end{bulletlist}





\item[Publications]
\newcommand{\ptitle}{\sc}
\begin{bulletlist}
  \item {\ptitle Mod~$5$ approaches to modularity of icosahedral Galois 
         representations} (18 pages), with K.~Buzzard, to appear
         in Pacific J. of Math.
  \item {\ptitle Lectures on Serre's conjectures} (91 pages),  
     with K.\thinspace{}A.~Ribet, to appear in the 
     IAS/Park City Mathematics Institute Lecture Series.
  \item {\ptitle Component groups of quotients of $J_0(N)$} (8 pages),
     with D.~Kohel, ANTS IV proceedings, 2000.
 \item {\ptitle Empirical evidence for 
     the Birch and Swinnerton-Dyer conjectures for modular Jacobians of 
     genus 2 curves} (22 pages), 
     with E.\thinspace{}V.~Flynn, F.~Lepr\'{e}vost, 
     E.\thinspace{}F.~Schaefer,
     M.~Stoll, J.\thinspace{}L.~Wetherell,  to appear in Math. of Comp.
  \item {\ptitle Parity structures and generating functions from Boolean rings}
        (8 pages),
        with D.\thinspace{}P.~Moulton, submitted.
  \item {\ptitle Fallacies, Flaws, and 
         Flimflam \#92:   An Inductive Fallacy} (1 page), 
     with A.~Riskin,  College Math.\ J.\ 26:5 (1995), 382.
 \end{bulletlist}

\item [In progress]
\begin{bulletlist}
  \item {\ptitle Lectures on modular forms and
        Galois representations} (170 pages), with K.\thinspace{}A. Ribet, 
       intended for publication in the Springer-Verlag Universitext 
       series.
  \item {\ptitle The field generated by the points of small prime order on an 
       elliptic curve} (5 pages), with L.~Merel.
  \item {\ptitle Visibility of Shafarevich-Tate  groups 
    of modular abelian varieties} (20 pages), with A.~Agashe.
  \item {\ptitle Component groups of optimal quotients of Jacobians}.
  \item {\ptitle Indexes of genus one curves} (10 pages).
\end{bulletlist}

\item [Computer skills]
\begin{bulletlist}
  \item Author of the modular symbols part of {\sc Magma}.
  \item Author of {\em {\sc Hecke}: A Modular Forms Calculator}
  \item {\em The modular forms database}, created
       using {\sc Hecke}:\\
      \mbox{}\hspace{3em} 
         {\tt http://shimura.math.berkeley.edu/\~{}was/Tables/}.
  \item {\tt C++}, HTML, \LaTeX, {\sc Magma}, {\sc Matlab}, PARI, and UNIX.
\end{bulletlist}

\item [Seminars]
\begin{bulletlist}
\item {\em Getting your hands on modular forms using modular symbols},
    MSRI, Berkeley, CA, {\bf invited}, August 2000. 
\item {\em Visibility of Shafarevich-Tate groups}, Durham, England,
{\bf invited}, Summer 2000. 
\item {\em Modularity of icosahedral Galois representations}, Copenhagen,
Denmark, {\bf invited}, Summer 2000. 
\item {\em Visibility of Shafarevich-Tate groups}, Utrecht, Holland, 
{\bf invited}, Summer 2000. 
\item {\em Three curves: A story of congruences, multiplicity one, and 
visibility of Shafarevich-Tate groups}, Workshop zur Arithmetischen Geometrie,
Inst. fur Exp. Math., Essen,  Germany, {\bf invited}, Summer 2000. 
\item {\em Computing with modular forms}, UC Berkeley mentor lecture,
      {\bf invited}, Spring 2000.
\item {\em Evidence for Tate's generalization of the Birch and
        Swinnerton-Dyer Conjecture}, University of Texas, 
      {\bf invited}, Spring 2000.
\item Organized the graduate student number theory seminar, and
gave talks on {\em Component  groups of quotients of $J_0(N)$}, 
Fall 1999.
\item {\em The Manin index of optimal quotients of $J_0(N)$}, 
Berkeley Number Theory Seminar, Fall 1999.
\item {\em A modular icosahedral Galois representation of conductor
$2^5\cdot 43$}, Berkeley Number Theory Seminar, Fall 1999.
\item {\em Shafarevich-Tate groups of modular abelian varieties},
IAS/Park City Math.\ Inst., June, 1999.
\item {\em Shafarevich-Tate groups of modular abelian varieties},
Advances in Number Theory, Leiden, Netherlands, April, 1999.
\item {\em Visibility of Shafarevich-Tate groups},
Arizona Winter School, 1999.
%\item Talks given in Ribet's Spring 1999 seminar:
%\begin{dashlist}
%\item  {\em Special values of $L$-functions associated to modular forms}
%\item {\em The modular degree and the denominator
%     of $L(A_f,1)/\Omega$}
%\item {\em Computing period lattices associated to newforms}
%\end{dashlist}
\item {\em The BSD conjecture}, Graduate Student
Colloquium, Spring 1999.
\item A series of talks on {\em Ramakrishna's deformation theory of
Galois representations}, Ribet's Fall 1998 seminar.
\item {\em Finite flat groups schemes of
type $(p,p,\ldots)$}, Spring 1998.
\item {\em Kolyvagin's Euler system of Heegner points}, Buzzard's Seminar,
Berkeley,  Spring 1997.
\item Organized the Abelian Varieties Seminar,
Berkeley, Spring 1996.
     
\end{bulletlist}

\item [Service]
 Refereed papers for {\sl Mathematische Annalen} and {\sl Journal of 
Symbolic Computation}.

\item [Teaching]
{\bf NSF Sponsored IAS/Park City Mathematics Institute}
\begin{bulletlist}
\item {\em Teaching Assistant}, Summer 1999. Led problem sessions
and prepared notes for Ken Ribet's course on Serre's
conjectures for advanced number theory graduate students.
\item Participated in a panel discussion on the use of technology
in the classroom.
\item Led workshops on 
the number theory software PARI and {\sc Hecke}.
\end{bulletlist}

{\bf University of California at Berkeley}
\begin{bulletlist}
 \item {\em Curriculum Development}, Fall 1997--Summer 1998.  Developed 
 curriculum materials and {\sc Matlab} software for workshop-based 
calculus and linear algebra courses at UC Berkeley.
 \item {\em Instructor}, Summer 1997. Taught discrete mathematics to 
a class of 20--30 undergraduates. Duties included preparing and delivering 
lectures, writing and grading exams, and conducting office hours. 
{\bf \nobreak{Evaluation} average: 6.1 out of 7.}
 \item {\em Teaching Assistant}, Fall 1995--Spring 1997.
  Led discussion sections for 
  linear algebra and second and third semester calculus courses.
\end{bulletlist}
{\bf Northern Arizona University}
\begin{bulletlist}
 \item {\em Teaching}, 1994--1995. Taught four complete undergraduate
courses, two on college algebra and two on other freshman topics.
Duties included all aspects of organizing a course, including
preparing and delivering lectures and grading examinations.
\end{bulletlist}

\item [Memberships]
\begin{bulletlist}
\item American Mathematical Society, 1995--present.
\item Mathematical Association of America, 1998--present.
\end{bulletlist}

\item [Address]
\address{}

\item [Personal]
US Citizen, born February 21, 1974

\newpage
\item [References]\mbox{}\vspace{2ex}\\

\newcommand{\tw}{.4\textwidth}
\hspace{-4em}\begin{tabular}{ll}
\begin{minipage}[b]{\tw}
{\bf Doctor Kevin M.~Buzzard}\\
Department of Mathematics\\
Huxley Building\\
Imperial College\\
180 Queen's Gate\\
London, SW7 2BZ\\
England\\
+44 207 594 8523\\
buzzard@ic.ac.uk
\end{minipage}
&
\begin{minipage}[b]{\tw}
{\bf Professor Robert F.~Coleman}\\
Department of Mathematics \#3840\\
University of California\\
Berkeley, CA 94720-3840\\
(510) 642-5101\\
coleman@math.berkeley.edu\\
\mbox{}\\
\mbox{}\\
\end{minipage}
\\
&\\
\begin{minipage}[b]{\tw}
{\bf Professor Hendrik W.~Lenstra}\\
Department of Mathematics \#3840\\
University of California\\
Berkeley, CA 94720-3840\\
(510) 643-7857\\
hwl@math.berkeley.edu
\mbox{}\\
\end{minipage}
&
\begin{minipage}[b]{\tw}
{\bf Professor Barry C.~Mazur}\\
Department of Mathematics\\
Harvard University\\
One Oxford Street\\
Cambridge, MA  02138\\
(617) 495-2171 ext.~512\\
mazur@abel.math.harvard.edu
\end{minipage}\\
&\\
\begin{minipage}[b]{\tw}
{\bf Professor Lo\"\i{}c Merel}\\
Paris\\
France\\
merel@math.jussieu.fr\\
\mbox{}\\
\end{minipage}
&
\begin{minipage}[b]{\tw}
{\bf Professor Kenneth A.~Ribet}\\
Department of Mathematics \#3840\\
University of California\\
Berkeley, CA 94720-3840\\
(510) 642-0648\\
ribet@math.berkeley.edu
\end{minipage}
\end{tabular}

\end{MainList}
\end{document}