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Dujella, Andrej
University of Zagreb, Croatia. Page on Diophantine m-tuples; Tables of high-rank elliptic curves; Link to mathematical departments and number theory groups and seminars; Information for students on courses in number theory and cryptography.
http://www.math.hr/~duje/
Math.hr ~ Site Info Whois Trace Route RBL Check

Darmon, Henri
McGill University. Algebraic number theory, with a special emphasis on elliptic curves, modular forms, and their associated L-functions.
http://www.math.mcgill.ca/~darmon/
Mcgill.ca ~ Site Info Whois Trace Route RBL Check

Doud, Darrin
Brigham Young University. Cohomology of arithmetic groups, Galois representations. Papers, resources.
http://www.math.byu.edu/~doud/
Byu.edu ~ Site Info Whois Trace Route RBL Check

Dickinson, Mark
University of Pittsburgh. Contact, teaching information.
http://www.pitt.edu/AFShome/d/i/dickinsm/public/html/
Pitt.edu ~ Site Info Whois Trace Route RBL Check

Dickinson, Detta
NUI Maynooth. Measure theory and metric Diophantine approximation: Diophantine approximation on manifolds.
http://www.maths.may.ie/staff/ddickinson/
May.ie ~ Site Info Whois Trace Route RBL Check

David, Chantal
Concordia University, Montréal. Drinfeld modules, Galois representations. Publications, talks.
http://cicma.mathstat.concordia.ca/faculty/chantal/
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Dummigan, Neil
University of Sheffield. Arithmetical algebraic geometry. Publications.
http://www.shef.ac.uk/personal/n/neildummiganshomepage/
Shef.ac.uk ~ Site Info Whois Trace Route RBL Check

Deanin, Alice
Villanova University. Computational number theory and Diophantine approximation. Teaching material, resources.
http://www19.homepage.villanova.edu/alice.deanin/
Villanova.edu ~ Site Info Whois Trace Route RBL Check

Dodson, Maurice
University of York. Metrical Diophantine approximation, harmonic analysis and applications to signal processing, chaos and biology. Publications, teaching material.
http://www-users.york.ac.uk/~mmd1/
York.ac.uk ~ Site Info Whois Trace Route RBL Check

Doche, Christophe
Macquarie University, Sydney. Analytic and algorithmic number theory: Mahler measure and Lehmer's problem; Rudin-Shapiro polynomials. Publications, thesis, Pari/GP code.
http://www.math.u-bordeaux.fr/~cdoche/indexeng.html
U-bordeaux.fr ~ Site Info Whois Trace Route RBL Check