- also
known that for real
scalars the
aforementioned constant is sharp.
Bohnenblust–Hille
inequality is a
multilinear extension of Littlewood's inequality...
- (mathematical analysis) Bessel's
inequality Bihari–LaSalle
inequality Bohnenblust–Hille
inequality Borell–Brascamp–Lieb
inequality Brezis–Gallouet inequality...
-
December 25, 1997
Oizumi T.
Kobayashi NYS 3.0 km MPC · JPL 15938
Bohnenblust 1997 YA8
Bohnenblust December 27, 1997
Prescott P. G.
Comba · 4.8 km MPC · JPL...
- the
California Institute of Technology, 1958,
under advisor Frederic Bohnenblust. He
worked at the Jet
Propulsion Laboratory 1956–1959,
Institute for...
- In mathematics, a Rota–Baxter
algebra is an ****ociative algebra,
together with a
particular linear map R {\displaystyle R}
which satisfies the Rota–Baxter...
-
considered the new
proof much superior, a
serious flaw was
discovered by
Bohnenblust. Independently,
Hermann Weyl and
Kunihiko Kodaira modified Hodge's proof...
- σ a ≤ σ u + 1 / 2 ; {\displaystyle \sigma _{a}\leq \sigma _{u}+1/2;}
Bohnenblust and
Hille subsequently showed that for
every number d ∈ [ 0 , 0.5 ] {\displaystyle...
-
Frankfurt am Main 1990. ISBN 3-518-40280-3
Bohnenblust oder Die Erzieher, novel, 1941 (literally: „
Bohnenblust or The Educators“) Der Fröschlacher Kuckuck...
- Canada,
London Centre. JPL · 15929 15938
Bohnenblust 1997 YA8 de:Frederic
Bohnenblust (Henri
Frederic Bohnenblust) (1906–2000), Swiss-born
American mathematician...
-
Scientific Center Thesis Geometry of
finite dimensional moment spaces and
applications to
orthogonal polynomials (1952)
Doctoral advisor Frederic Bohnenblust...
