- analysis, Lipschitz
continuity, named after Rudolf Lipschitz
, is a strong
form of uniform continuity
for functions. Intuitively, a Lipschitz
, ****, or Lipchitz
is an Ashke**** Jewish
may be derived
from the Polish
city of Głubczyce (German: Leobschütz). The surname...
Otto Sigismund Lipschitz
(14 May 1832 – 7 October
1903) was a German mathematician
who made contributions
to mathematical analysis
(where he gave...
- Ralph Lauren
KBE (/ˈlɔːrən/; born Lif****z; born October
14, 1939) is an American fashion
designer, philanthropist, and billionaire
businessman, best known...
- Yisrael Lifschitz
(Hebrew: ישראל ליפשיץ; 1782–1860) was a leading
19th-century Ashke**** rabbi, first
and then in the Jewish Community
- In mathematics, a Lipschitz domain
boundary) is a domain
in Euclidean space whose boundary
is "sufficiently regular" in the sense...
- periodicity. The cl**** of Lipschitz groups
(a.k.a. Clifford groups
groups) was discovered
by Rudolf Lipschitz
. In this section
- equations – the Picard–Lindelöf theorem, Picard's existence
theorem, or existence
and uniqueness theorem gives
a set of conditions...
- to keep up the illusion, he turns
to his childhood
best friend, Adam Lipschitz
Moore), to teach
him how to "act Jewish", but Adam has problems...
- the k-Lipschitz
functions, the moduli
ω(t) := ktα describe
the Hölder continuity, the modulus
ω(t) := kt(|log(t)|+1) describes
the almost Lipschitz