University of Wisconsin, Madison. Contains curriculum vitae and recent research papers in postscript and pdf format.

University of Tennessee at Martin. Number theory, especially primality conditions. Prime pages, links and other resources.

Harvard University. Includes publications, work in progress, and mathematical links.

Associate professor at Clemson University, with interests in combinatorial and probabilistic methods, particularly in number theory.

Swarthmore College. List of links to selected papers, lectures, and professional mathematics organizations.

Researcher at LaTrobe University, Australia, with over two dozen research papers in number theory.

Brigham Young University, Provo, Utah. Contains curriculum vitae with a list of publications and conferences attented.

University of Groningen. Arithmetic geometry.

Automorphic forms, the representation theory of Coxeter groups and reductive groups over non-Archimedian local fields.

Brigham Young University. Contact information.

University of Pennsylvania. Arithmetic algebraic geometry.

Harish-Chandra Research Institute. Contact information.

National University of Singapore. Analytic number theory, basic hypergeometric series, elliptic functions, modular forms and modular equations, applications of modular equations, Ramanujan.

Case Western Reserve University. Analytic number theory: distribution of primes and pair correlation of zeros of the Riemann zeta function; elementary and combinatorial number theory.

University of Wisconsin-Platteville. Algebraic number theory and algebra.

University of Exeter. Number theory, algebra, combinatorics and problem solving. Papers, lecture notes and survey articles.

University of Wisconsin-Madison. Computational number theory.

Simon Fraser University. elliptic curves, Galois representations, automorphic forms.

Macquarie University. The theory of irregularities of point distribution.

National Taiwan Normal University. Number theory, Arithmetic algebraic geometry.

SUNY Albany. Algebra and number theory, especially relative Galois module theory.

University of Pennsylvania. Number theory, arithmetic geometry.

Brown University. Number theory, automorphic forms, L-functions.

Simon Fraser University. Diophantine analysis.

Pohang University of Science and Technology. Arithmetic of modular forms. List of publications, Korean/English.

"The Mountains of PI", a New Yorker article by Richard Preston.

University of West Bohemia. Analytic number theory. English/Czech.

Brigham Young University. Contact information.

University of Wales Swansea. K-theory, Bernoulli numbers, Stirling numbers.

University of Cambridge. Interests in number theory, arithmetical algebraic geometry, and Iwasawa theory.

Institute of Mathematics of the Romanian Academy. Analytic number theory. Publications.

Kansas State University. Exponential sums.

Oklahoma State University. Analytic number theory, L-functions.

University of Manchester. Diophantine equations, elliptic curves.

Mathematics professor at the University Bordeaux I, France. Modular forms and computational number theory. Publications, software.

Texas A+M University. Number theory and geometry, classical and non-commutative.

University of Glasgow. Number theory, algebea, combinatorics.

Princeton. Arithmetic geometry with techniques from analytic number theory. Preprints and other links.

UMIST. Analytic number theory with special interest in the "geometric" distribution of ideals in number fields.

University of California at Berkeley. Arithmetic of modular forms. Preprints and lecture notes.

McGill University. Arithmetic of elliptic curves. Links to APECS software and Elliptic Curve Handbook.

University of Michigan. Contact and teaching information.

University of Connecticut. Analytic and algebraic number theory. Research and expository papers.

University of Luton. Computational number theory, SIMATH.

American Institute of Mathematics / Oklahoma State University / University of Bristol. Analytic number theory, especially the analytic theory of L-functions. Publications, L-function resources.

University of Toronto. Arithmetic geometry, number theory, non-commutative geometry.

University of Wisconsin. Elliptic curves and L-functions.

University of Texas. Arithmetic algebraic geometry, algebraic K-theory.

Massey University. Special functions, number theory, combinatorics.

University of Pisa. Algebraic number theory: ideal class groups for cyclotomic fields, and K-theory of the rings of integers of an abelian number field.

University of Utrecht. Arithmetical algebraic geometry, in particular global function fields (moduli-problems, automorphic forms); non-archimedean uniformization, group actions in positive characteristic; diophantine sets.

Institut de Mathématiques de Jussieu, Université Paris 7 Denis Diderot. Arithmetic of elliptic curves; Complex multiplication, Heegner and CM points; Kolyvagin conjectures and congruences.

St. Patrick's College, Dublin. Computational number theory, primes and factoring.

Eastern Kentucky University. Computational number theory including amicable numbers, Smith numbers, factorization, and primality testing. Quadratic forms over the rationals and quadratic number fields.

Bordeaux I University. Euclidean lattices and related areas (quadratic forms , number theory).

University of Nottingham. Number theory, elliptic curves. Tables and software.

Georgia Institute of Technology. Combinatorial number theory.

Franklin and Marshall College. Analytic number theory: Automorphic forms and automorphic integrals, Hecke correspondence, period functions, Dirichlet series, binary quadratic forms, continued fractions.

State University of New York at Buffalo. Cryptography, number theory, Diophantine approximation.

Kalamazoo College. Publications.