Harold M. Stark

• B.A. Caltech, 1961
• M.A. Berkeley, 1963
• Ph.D. Berkeley, 1964; Advisor: Derrick Lehmer; Dissertation: On the Tenth Complex Quadratic Field with Class Number One
• At MIT 1969-1990
• At University of California - San Diego since 1980 (including department chair 1990-1994)

Kids and Grandkids

• Jerry Gechter 1974, Teloquent Communications Corporation, Gaussian sums for Artin L-series
• Russell Hendel 1974, Towson University, Improvements on estimates of linear forms of logarithms and applications
• Jeff Lagarias 1974, University of Michigan, The 4-part of the class group of a quadratic field
• Andrew Odlyzko 1975, University of Minnesota, Lower bounds for discriminants of number fields
• Ken Rosen 1976, AT&T, The values of certain L-series at s=1
• Jeff Hoffstein 1978, Brown University, Class numbers of totally complex quadratic extensions of totally real fields
  • Daniel Lieman 1992, Fidelity, Automorphic Forms and Cubic Twists of Elliptic Curves
  • X. She
  • Shamitta Dutta Gupta, Pace University
  • Adrian Diaconu 1999, IAS
• Robert Anderson 1979, New York City, On the Mertens Conjecture for cusp forms
• Ram Murty 1980, Queen's University, Artin's Conjecture and Non-Abelian Sieves
  • David Clark 1992, Brigham Young University, The Euclidean algorithm for Galois extensions of the rational numbers
  • Tomasz Stefanicki 1992, University of Toronto, Non-vanishing of L-functions attached to automorphic representations of GL(2)
  • Francesco Pappalardi 1993, University of Rome III, On Artin's conjecture for primitive roots
  • Chantal David 1993, Concordia University, Supersingular Drinfeld modules
  • Yuanli Zhang 1994, Carleton University, Some analytic properties of automorphic L-functions
  • Francesco Sica 1998, University of Singapore, The order of vanishing of L-functions at the center of the critical strip
  • Malcolm Harper 2000, Champlain College, Montreal, Z[sqrt(14)] is Euclidean
  • Filip Saidak 2001, University of Calgary, On non-abelian generalizations of the Erdos-Kac theorem
  • Alina Cojocaru 2002, Princeton University, Cyclicity of elliptic curves modulo p
• Ted Chinburg 1980 (Harvard - Tate; Harold likes to count Ted as half his), University of Pennsylvania, Stark's Conjecture
  • S. Bae 1988 (University of Pennsylvania), Korean Institute of Science and Technoloy, Conjectures of Lichtenbaum and Chinburg over Function Fields
  • S. Kim 1988 (University of Pennsylvania), A generalization of Frohlich's Theorem to wildly ramified quaternion extensions of Q
  • D. Solomon 1988 (Brown University), King's College London, Lichtenbaum's Conjecture for Dirichlet characters
  • T. Schmidt 1989 (University of Pennsylvania), Oregon State University,Congruences for the values at s = O of quaternionic representations
  • T. Costa 1989 (University of Pennsylvania), National Security Agency, Class number congruences and modular forms
  • A. Agboola 1991 (Columbia University), University of California - Santa Barbara, Abelian varieties and Galois module structure in Global Fields
  • M. Rogers 1991 (Columbia University), On a Multiplicative-Addictive Galois Invariant
  • G. Pappas 1992 (Columbia University), Michigan State University, The bad reductions of some Hilbert-Blumenthal moduli varieties
  • C.F. Lau 1993 (University of Pennsylvania), An arithmetic capacity on Grassmanian varieties
  • S. Kwon 1994 (University of Pennsylvania), Galois module structure of tame covers
  • C. Xiao 1997 (University of Pennsylvania), Galois module structure of elliptic curves
  • S. Hu 1997 (University of Pennsylvania), On Eisenstein Cocyles
  • Matias Atria 2002 (University of Pennsylvania), Improved lower bounds for the discriminant of number fields
  • Darren Glass 2002 (University of Pennsylvania),Orthogonal epsilon constants for tame actions of finite groups on surfaces
• Bob Styer 1981, Villanova University, Hecke Theory over Complex Quadratic Fields
  • Craig Merow 1990, Doctor En Educacion, Universidad Nacional Federico Villarreal (Lima, Peru), Providing Beginning Algebra Students with Mathematical Role Models: The Rationale, Curriculum, and Field Trial
• Jonathan Sands 1982, University of Vermont, On the conjecture of Gross and Stark for Special Values of Abelian L-functions over Totally Real Fields
• Solomon Friedberg 1982, Boston College, Theta functions, liftings, and generalized Hilbert modular forms
  • Ozlem Immamoglu 1992, University of California, Santa Barbara, Theta functions and Kubota homomorphisms for the symplectic group over the Gaussian integers
  • Tom Goetze 1995, Ultimate Technology, Inc. On a cubic Shimura integral for a rank two symplectic group
  • Nancy Allen 1996, CADexterity, On the spectra of certain graphs arising from finite fields
• Rajiv Gupta 1983, University of British Columbia, Fields of Division Points of Elliptic curves related to Coates-Wiles
• Jacob Nemchenok 1985, Boston, Fourier coefficients of modular forms and gaussian sums
• David Grant 1985, University of Colorado, Theta functions and division points on abelian varieties of dimension two
  • Jane Arledge 1995, Mesa State College, S-units attached to genus 3 hyperelliptic curves
  • Dee Dee Shaulis 1998, University of Colorado, Torsion points on the Jacobian of a hyperelliptic image of a Fermat curve
  • Gwynneth Coogan 1999, Hood College, A generalization of Jacobi's derivative formula
  • Chris Rowe 2003, University of British Columbia, Simon Fraser, Coates-Wiles towers for CM-Abelian varieties
  • Bret Simon 2003, Colorado School of Mines, Torsion points on a theta divisor in the Jacobian of a Fermat quotient
• John Rhodes 1986, Bates College, Modular forms on p-adic planes
• Jeff Stopple 1986, University of California, Santa Barbara, A functional equation for some Selberg zeta functions
• Paul van Mulbregt 1988, Voice Signal Technologies, Inc, L-Series over Real Quadratic Fields
• Kit Ming Yeung 1987, The Chinese University of Hong Kong, Application of p-adic gamma function to congruences of binomial coefficients
• Anne Schwartz 1989, Modular forms of weight 1/2 defined on products of p-adic upper half planes
• David Gove 1989, California State University, Bakersfield, Modular forms of weight 1/2 over quadratic imaginary number fields of class number one
• Frank Wang 1991, University of Oklahoma, Oklahoma School of Science and Mathematics, Conductors of Fields Arising from Stark's Conjecture
• Farshid Hajir 1993, University of Massachusetts, Unramified Elliptic Units
  • Mairead Greene 2007, Rockhurst University, The index of cyclotomic units
• Brett Tangedal 1994, College of Charleston, The Conjectures of Sands and Stark for Special Values of Abelian L-functions
• Paul van Wamelen 1994, Louisiana State University, The CM character of a hyperelliptic curve
  • Brian Murray 2002, Department of Defense, Explicit multiplicative relations between Gauss sums
• Wendy Miller 1998, Lockheed-Martin, Counting points on certain CM elliptic curves modulo primes
• Steve Carlson 1998, NSA Normal Bases in Class Fields over Real Abelian Number Fields
• Olav Richter 1999, University of North Texas, Theta functions of quadratic forms
• Howard Skogman 1999, SUNY Brockport, Jacobi forms over number fields
• Mike Mastropietro 2000, WMS Gaming, Quadratic forms and relative quadratic extensions
  
  
  

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