Steven J. Miller                                                      Assistant Professor of Mathematics, Williams College                Bronfman Science Center (Steven.J.Miller AT williams.edu)       photos of Cam    Pictures    My Twistie Art

curriculum vita research statement teaching statement     Welcome letter to Williams Students Possible thesis / colloquium projects

---

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

HANDOUTS:   For more on LaTeX, click here.

• A tex template is available here: template.tex    template.pdf; you will need the following image yl.eps.
• Using beamer for slides: zipped talk on Benford's law (includes .eps files), zipped talk on sabermetrics (includes .eps files).
• A mathematica template is available here: MathematicaIntroVer6.nb

COURSES:     Welcome letter to Williams Students    Possible thesis / colloquium projects   Green Chicken contest

          2008 - 2009: Math 103 (Calculus I)       Math 209 (Differential Equations and Vector Calculus)    Math 406 (Analysis and Number Theory)

          Previous classes (Brown): Math 1 (freshman seminar: riddles to modern mathematics), Math 90 (calculus, summer calculus)

                                                  Math 35 (honors multivariable calculus), Math 52 (linear algebra)   Math 54 (honors linear algebra),    Math 153 (abstract algebra),

                                        Math 162 (mathematical statistics), Math 197 (Benford's law, sabermetrics)

          Previous Classes (Ohio State) Math 104 (Basic College Mathematics), Math 148 (Algebra, Trigonometry and their Applications)

                                        Math 187/487 (Problem Solving / Advanced Problem Solving), Math 683L (Topics in Linear Algebra)

                                                  Working groups (Euler, fractals)

 

---

LINKS:    photos of Cam  Pictures  Twistie Art Arxiv     MathSciNet  Mathlabs (Princeton , NYU, OSU,  AIM) Williams Math Williams College