-
Witsenhausen's counterexample,
shown in the
figure below, is a
deceptively simple toy
problem in
decentralized stochastic control. It was
formulated by...
- Hans S.
Witsenhausen (6 May 1930 in Frankfurt/Main,
Germany - 19
November 2016 in New York City, New York) is
notable for his work in the
fields of control...
- the
volume of any three-dimensional grid
embedding of the Turán graph.
Witsenhausen (1974)
conjectures that the
maximum sum of
squared distances,
among n...
-
counterexamples are now known, as well as some n = 4 counterexamples.
Witsenhausen's counterexample shows that it is not
always true (for
control problems)...
- J.
Williams Robert Arnott Wilson Shmuel Winograd Andreas Winter Hans
Witsenhausen Gerhard J.
Woeginger Jack Wolf
Marek Wolf
Thomas Wolff Jacob Wolfowitz...
- its
failure to hold for
decentralized control was
demonstrated in
Witsenhausen's counterexample. In a discrete-time context, the decision-maker observes...
-
Graham and
Henry O.
Pollak in two
papers in 1971 and 1972 (crediting Hans
Witsenhausen for a key lemma), in
connection with an
application to
telephone switching...
- for most of the firm's profit.
Other notable employees include Hans
Witsenhausen and
board member Everard Mott Williams. In 1963, the
company acquired...
- N {\displaystyle {\mathbf {} }J/N} in this case.
Stochastic control Witsenhausen's counterexample Karl
Johan Astrom (1970).
Introduction to Stochastic...
-
Technical Journal, 57(1):111–149, 1978 Benes,
Lawrence Shepp and Hans S.
Witsenhausen, Some
Solvable Stochastic Control Problems,
Stochastics 4, 39–83, 1980...
