W People Number Theory

W

• - University of Alberta. Group representations and number theory.
  
• - University of Colorado at Boulder. Number theory.
  
• - Johannes Gutenberg-Universität, Mainz. Arithmetic of elliptic curves. Publications. English/German.
  
• - Queen's College, New York. Number theory, statistics and probability.
  
• - University of East Anglia. Dynamical properties of commuting maps and algebraic dynamical systems, dynamical realization of integer sequences and other connections between number theory and dynamical systems.
  
• - University of Bonn, Germany. Arithmetic geometry. Publications and preprints.
  
• - University of Kent at Canterbury. Commutative algebra, algebraic geometry and algebraic number theory; p-adic analogues of classical functions and their applications in number theory.
  
• - University of Maryland. Number theory, cyclotomic fields, elliptic curves, cryptology.
  
• - Louisiana State University. Genus 2 curves, class number formulae, Jacobi sums, Stark's conjectures, computational projects.
  
• - University of Michigan. Analytic number theory: the Hardy-Littlewood circle method.
  
• - Oklahoma State University. Algebraic number theory and algebraic groups, with methods from functional analysis and analytic number theory.
  
• - University of California Irvine. Number theory and arithmetic geometry.
  
• - University of California, Berkeley. Galois representations.
  
• - Seikei University, Tokyo. Diophantine equations and transcendence problems for values of analytic functions.
  
• - University of Ottawa. Publications and links.
  
• - Technische Universität Berlin. Algebraic number theory.
  
• - Purdue University. Cryptography, parallel computation, and analysis of algorithms, especially number theoretic algorithms. Publications, updates on the Cunningham project, software.
  
• - Compugen. Groups, fundamental domains, Hecke operators, number fields. Software for modular curves and Shimura curves.
  
• - Carleton University. Algebraic, analytic and computational number theory; binary quadratic forms and the arithmetic of fields of small degree.
  
• - Automorphic forms, representations, Hilbert modular forms of half integral weight, p-adic interpolation. Software, thesis (PDF).
  
• - Eindhoven University of Technology. Diophantine problems, ABC conjecture.
  
• - Shandong University. Distribution of primes; the Riemann zeta function and Dirichlet L-functions.
  
• - Universität Heidelberg. Algebraic number theory, Iwasawa theory; arithmetic geometry; structure of profinite (or pro-p) groups. Publications.
  
• - École Polytechnique Fédérale de Lausanne. Algebraic Number Theory with a focus on explicit and computational methods. Publications, tables of cyclic cubic fields.
  
• - Paris VI (Université Pierre et Marie Curie). Diophantine approximation and transcendence.
  
• - Southern Utah University. Contact information.
  
• - University of Calgary. Computational number theory, cryptography and the design and development of special-purpose hardware devices.
  
• - University of Durham. Galois module structure; Knot modules; Virasoro characters and ray class groups.
  
• - University of Adelaide. Contact information.
  
• - Uniwersytet Wroclawski. Theoretical physics; distribution of primes.
  
• - University of Massachusetts. Arithmetic geometry, special values of L-functions, Iwasawa theory, deformation theory of Galois representations. Papers and expository articles.
  
• - Academica Sinica. Diophantine problems and Nevanlinna theory.
  
• - University of Massachusetts. Automorphic forms and Galois representations.
  
  

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