Alumni of the Algebra and Number Theory group

At Boston University

University of St. Thomas in St. Paul, Minnesota, barryb@earthlink net
Thesis Title:The initial segment of the Fourier series of a modular form
Advisor: Glenn Stevens

Hendrix College, campbell@hendrix edu
Thesis Title: The Eisenstein Distribution and p-adic L-Functions
Advisor: Glenn Stevens

Department of Defense, mfevans@afterlife ncsc mil
Thesis Title: Elliptic Curves and Alternating Group Extensions of the Rational Numbers
Advisor: David Rohrlich

Concordia Unniversity, Montreal, Quebec,Canada, iovita@mathstat concordia ca
Thesis Title: p-Adic Cohomology of Abelian Varieties
Advisor: Glenn Stevens

Thesis Title: Determination of a GL(2) Cuspform by Twists of Critical L-Values
Advisor: Glenn Stevens, Solomon Friedberg

University of British Columbia, Canada, karu@math ubc ca
Thesis Title: Semistable reduction in characteristic 0
Advisor: Dan Abramovich

College of Charleston, kasman@math cofc edu
Thesis Title: Rank-r KP solutions with singular rational spectral curves
Advisor: Emma Previato

Framingham State College, MA, elee@frc.mass.edu
Thesis title: The Structure and Geometry of the Brjuno Numbers
Advisor: Bob Devaney

McGill University, Montreal, Canada, pineon@math.bu.edu
Thesis title: p-Adic Family of Half-Integral Weight Modular Forms and its Arithmetic Applications
Advisor: Glenn Stevens

Cornell University, alozano@math cornell edu
Thesis Title: On Elliptic Units and p-adic Galois Representations Attached to Elliptic Curves
Advsior: David Rohrlich

Thesis title:Cuspidal divisor groups, ordinary modular forms, and p-adic L-functions
Advisor: Glenn Stevens

Morgan Stanley Dean Witter Co., Patricia.Pacelli@msdw.com
Thesis title: Uniform Boundedness for Rational Points.
Advisor: Dan Abramovich

Centre de Recherches Mathematiques, Montreal,Canada pasol@crm umontreal ca
Thesis Title: p-adic modular symbols attached to CM-forms
Advisor: Glenn Stevens

Brigham and Women's Hospital in Boston andre@bwh.harvard.edu
Thesis title: Computation of Mock Heegner Points on Modular Elliptic Curves.
Advisor: Glenn Stevens

Bates College, cshor@bates edu
Thesis Title: On Asymptotically Good Towers of Curves and the Associated Goppa Codes
Advisor: Emma Previato

Boeing Aircratf Company, nicholas.c.strauss@boeing.com
Thesis Title: Symbolic algebra: Jordan forms and local analysis.
Advisor: Joe Silverman

Harvard University, angelavc@math harvard edu
Thesis title: Linear Systems on Ruled Surfaces and Moduli of Vector Bundles over Curves
Advisor: Emma Previato

Thesis Title: Curves of High Genus in Projective Space
Advisor: Emma Previato

swz@bu.edu
Thesis title: Explicit reciprocity laws for families of Lubin-Tate formal groups
Advisor: Glenn Stevens

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