Honorary member of the London Mathematical Society since 2019. Find more information on Don Zagier's personal web page. © MPI f. Mathematik, Bonn.

This webpage contains a list of my publications, and also links to the PDF files of all papers (but not of books; you'll have to either go to the bookstore or else pirate your own copies).

Don Bernard Zagier (* 29. Juni 1951 in Heidelberg) ist ein US-amerikanischer Mathematiker. Von 2000 bis 2014 war er Professor am Collège de France in Paris. [1] . Von 1995 bis Juni 2019 war er einer der Direktoren des Max-Planck-Instituts für Mathematik in Bonn. [1] .

Don Zagier is a pure mathematician of broad interests, but working primarily in the domain of number theory and the theory of modular forms and their applications in other areas ranging from knot theory to mathematical physics. He has led a rather international life, …

Scientific Member of the Max Planck Society since 1984. Don B. Zagier is a emeritus Director of the Max Planck Institute for Mathematics.

From Knots to Number Theory I. Abstract: During the course of the last few years a number of startling connections between quantum invariants of knots and 3-manifolds and high-level number theory have emerged.

Don Bernhard Zagier, né le 29 juin 1951 à Heidelberg en Allemagne, est un mathématicien américain. Il est spécialisé en théorie des nombres, en particulier en théorie des formes modulaires et leurs liens avec la topologie. Il est professeur à l' institut Max-Planck de mathématiques à Bonn.

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Die Carl Friedrich von Siemens Stiftung verleiht den Gumin Preis für Mathematik an Don Zagier, bis 2019 Direktor am Bonner Max-Planck-Institut für Mathematik. Die Stiftung würdigt hiermit die bahnbrechende Forschungsarbeit des Preisträgers zur Zahlentheorie und zur …

basic question: what is a modular form? There are many possible answers to this question d. pper half p. g: Convent. on. =: u + iv where u; v 2 R. De nition. The modular group is = SL 2(Z) := f. tions): a + b := ; . + d where = ( a b ) c d 2 . Exercise 1. Show that …