- Don
Bernard Zagier (born 29 June 1951) is an American-German
mathematician whose main area of work is
number theory. He is
currently one of the directors...
- on
imaginary quadratic fields of
class number one. The Gross–
Zagier theorem (Gross &
Zagier 1986)
describes the
height of
Heegner points in
terms of a derivative...
- P {\displaystyle {\mathcal {P}}} form a ring.
Maxim Kontsevich and Don
Zagier gave a
survey of
periods and
introduced some
conjectures about them. Periods...
- In mathematics, the Herglotz–
Zagier function,
named after Gustav Herglotz and Don
Zagier, is the
function F ( x ) = ∑ n = 1 ∞ { Γ ′ ( n x ) Γ ( n x )...
- a
generalized Fermat equation, the
Mauldin conjecture, and the Tijdeman-
Zagier conjecture. To illustrate, the
solution 3 3 + 6 3 = 3 5 {\displaystyle 3^{3}+6^{3}=3^{5}}...
-
Taormina &
Tipunin 2005.
Troost 2010. Dabholkar,
Murthy &
Zagier 2012.
Zagier 1975.
Hirzebruch &
Zagier 1976, 2.2.
Serre &
Stark 1977.
McIntosh 2007. Fine 1988...
- work, he
provided a
detailed theory of
Hilbert modular surfaces, with Don
Zagier. He even
found connections between the
Dedekind sum in
number theory and...
-
received his Dr. rer. nat. at the
University of Bonn
under Don
Bernard Zagier. His
thesis outlines a
proof of a
conjecture by
Edward Witten that two quantum...
- theory,
particularly the Gross–
Zagier theorem on L-functions of
elliptic curves,
which he
researched with Don
Zagier.
Gross graduated from The Pingry...
-
conjecture (Zhang 1998). In 2001,
Zhang proved a
generalization of the Gross–
Zagier theorem to
modular abelian varieties of GL(2) type (Zhang 2001). In particular...
