-
Rudolf F.
Ahlswede (15
September 1938 – 18
December 2010) was a
German mathematician. Born in Dielmissen, Germany, he
studied mathematics, physics, and...
- The
Ahlswede–Daykin
inequality (
Ahlswede &
Daykin 1978), also
known as the four
functions theorem (or inequality), is a correlation-type
inequality for...
-
forest or
prairie soils. One
example of
native vegetation in
Scott County:
Ahlswede Lake: in St.
Lawrence Township Blue Lake: in
Jackson Township Browns Lake:...
- In
extremal set theory, the
Ahlswede–Khachatrian
theorem generalizes the Erdős–Ko–Rado
theorem to t-intersecting families.
Given parameters n, k and t...
-
theorem above gives a
tighter bound than the
Ahlswede–Winter result. The
chief contribution of (
Ahlswede &
Winter 2003) was the
extension of the Laplace-transform...
-
Holley inequality (1974) below, and an even
further generalization is the
Ahlswede–Daykin "four functions"
theorem (1978). Furthermore, it has the same conclusion...
- and
Security Challenges.
Westview Press. p. 14. ISBN 978-0813343853.
Ahlswede,
Stefan (2009). Israel's
European Policy After the Cold War. Nomos. p. 47...
-
Pasadena sold the
store to Ed.
Ahlswede who had
operated a
large dry
goods store in Chicago, and his son
Herbert F.
Ahlswede (b. July 5, 1878, Chicago)....
-
American football player Daykin, Nebraska, a
village in
Jefferson County Ahlswede–Daykin inequality, an
inequality in
statistical mechanics Alexander and...
- goal of
secret key agreement. In this line of work,
started by
Maurer and
Ahlswede and Csiszár, the
basic system model removes any
restriction on the communication...
