- In
number theory, a
Heegner number (as
termed by
Conway and Guy) is a square-free
positive integer d such that the
imaginary quadratic field Q [ − d ]...
- In
number theory, the
Heegner theorem establishes the
complete list of the
quadratic imaginary number fields whose rings of
integers are prin****l ideal...
- and, in particular, the Stark–
Heegner theorem.
Heegner was born and died in Berlin. In 1952, he
published the Stark–
Heegner theorem which he
claimed was...
- In mathematics, a
Heegner point is a
point on a
modular curve that is the
image of a
quadratic imaginary point of the
upper half-plane. They were defined...
- Kurt
Heegner was a
German mathematician Heegner points are
special points on
elliptic curves The Stark–
Heegner theorem identifies the
imaginary quadratic...
-
preceding 47. 19 is also the
second octahedral number,
after 6, and the
sixth Heegner number. In the
Engel expansion of pi, 19 is the
seventh term following...
-
smallest prime that is not a Chen prime. 43 is also a
Wagstaff prime, and a
Heegner number. 43 is the
fourth term of Sylvester's sequence. 43 is the largest...
-
lucky prime. the sum of five
consecutive primes (7 + 11 + 13 + 17 + 19). a
Heegner number. a
Pillai prime since 18! + 1 is
divisible by 67, but 67 is not...
-
Stark and
Bryan Birch (e.g. on the Stark–
Heegner theorem and
Heegner number) was the
position clarified and
Heegner's work understood.
Practically simultaneously...
-
second kind ( 2 5 − 5 2 {\displaystyle 2^{5}-5^{2}} ), and the
fourth Heegner number.
Seven is the
lowest natural number that
cannot be
represented as...
