G People Number Theory

G

• - Ohio State University. Zeta-functions, gamma functions, motives, Drinfeld modules, modular forms, Galois representations, special-values, non-archimedean analysis, K-theory. Publications, books.
  
• - Royal Holloway University of London. Number theory, elliptic curves. Publications, thesis, resources.
  
• - University of Bristol. Arithmetic combinatorics. Papers, preprints.
  
• - University of Debrecen. Constructive methods for the complete resolution of Diophantine equations: Thue, norm form discriminant form, index form; Power integral bases in algebraic number fields. Publications, results, algorithms and tables of numerica
  
• - University of Rochester. Analytic number theory, especially multiplicative number theory and the theory of the Riemann zeta-function. Publications.
  
• - University of Texas. Algebraic number theory, including class numbers, class groups, discriminants, class field theory, density theorems, Iwasawa theory. Contact information.
  
• - University of Sydney. Arithmetic of elliptic curves. Code to compute the heights of points on elliptic curves over number fields or function fields.
  
• - Imperial College, London. Arithmetic of modular forms. Preprints.
  
• - University of Minnesota. Automorphic forms, representations, L-functions. Notes and papers.
  
• - Columbia University. Arithmetic geometry.
  
• - Tata Institute of Fundamental Research. Automorphic forms, Galois representations, and special values of L-functions. Publications, thesis, lecture notes.
  
• - CICMA and McGill University. Arithmetic geometry: the relation between modular forms and Galois representations. Thesis, preprints, talks.
  
  

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