- In
complex analysis, a
branch of mathematics, the
Koebe 1/4
theorem states the following:
Koebe Quarter Theorem. The
image of an
injective analytic function...
- Paul
Koebe (15
February 1882 – 6
August 1945) was a 20th-century
German mathematician. His work
dealt exclusively with the
complex numbers, his most important...
-
uniformization theorem were
given by Poincaré (1907) and Paul
Koebe (1907a, 1907b, 1907c). Paul
Koebe later gave
several more
proofs and generalizations. The...
-
Josefine Koebe (German: [jozeˈfiːnə ˈkøːbə]; born (1988-07-03)3 July 1988) is a
German politician (SPD) and economist. She has been a
member of the Landtag...
- The
circle ****ng
theorem (also
known as the
Koebe–Andreev–Thurston theorem)
describes the
possible tangency relations between circles in the
plane whose...
- the
University of Berlin,
where his
students included Lipót Fejér, Paul
Koebe and
Ernst Zermelo. In total, he
advised at
least 22 Ph. D students. In 1914...
- of G
fixing a
boundary point of D is in H. A
Kleinian group is
called a
Koebe group if all its
factors are
elementary or Fuchsian. A
Kleinian group that...
- n ≥ 2. {\displaystyle |a_{n}|\leq n\quad {\text{for all }}n\geq 2.} The
Koebe function (see below) is a
function for
which a n = n {\displaystyle a_{n}=n}...
- 1007/978-1-60761-688-7_3. ISBN 978-1-60761-687-0. PMID 20645046. Dunn JC,
Yarmush ML,
Koebe HG,
Tompkins RG (Feb 1989). "Hepatocyte
function and
extracellular matrix...
- Kate Hirschberg.
After finishing his
thesis under the
direction of Paul
Koebe at the
University of Göttingen in 1910 and
gaining his
doctorate (PhD),...
