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  • - Thiel College. Elementary and Algebraic Number Theory: Powerful Numbers, the abc Conjecture, and Ramanujan-Nagell Equations. Teaching information, Problem of the Week.
  • - Johns Hopkins University. Contact information.
  • - Universität Duisburg-Essen. Arithmetic on Jacobians. Publications, thesis.
  • - University of Wisconsin. Combinatorics and Number Theory involving Elliptic curves, L-functions, modular forms and partitions. Publications, activities, resources.
  • - Osaka University. Number theory, arithmetic geometry. Papers, preprints.
  • - University of Utrecht. Algebraic geometry and number theory. Publications, links.
  • - M.I.T. Number theory, Arithmetic algebraic geometry.
  • - University of Essen. Zeroes of L-functions and related topics; Cryptography; Computational number theory; Random Matrix theory and L-functions.
  • - University of Bristol. Prime numbers, the Riemann zeta function, L-functions, and random matrix theory.
  • - McMaster University. Modular forms, combinatorics, partition function. Publications.
  • - Kinki University. Siegel modular forms and Jacobi forms; Zeta functions associated with prehomogeneous vector spaces; Poly-Bernoulli numbers; Invariant theory. Papers, theses.
  • - Doshisha University. Unit Equation; Class Field Theory of CM-fields; Continued Fractions. Papers, teaching materials.
  • - University of Toronto. Algebraic number theory and arithmetic geometry: cohomological tools to study the arithmetic properties of number fields. Publications.



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