- In mathematics,
particularly in
differential geometry, an
Osserman manifold is a
Riemannian manifold in
which the
characteristic polynomial of the Jacobi...
-
Robert "Bob"
Osserman (December 19, 1926 –
November 30, 2011) was an
American mathematician who
worked in geometry. He is
specially remembered for his...
- In the
mathematical field of
differential geometry, the
Osserman–Xavier–Fujimoto
theorem concerns the
Gauss maps of
minimal surfaces in the three-dimensional...
- catenary.[citation needed]
Simple suspension bridges use
weighted catenaries.
Osserman,
Robert (February 2010). "Mathematics of the
Gateway Arch" (PDF). Notices...
-
Community Synagogue in Piedmont, California. Her
husband of 33 years,
Robert Osserman, said
Adelman loved the theater, nature, bird
watching and
taking walks...
- \epsilon } , and
taking the
limit as ϵ → 0. {\displaystyle \epsilon \to 0.} (
Osserman (1978);
Federer (1969, §3.2.43)). In full
generality (Federer 1969, §3...
-
University in 1969 for work
carried out
under the
supervision of
Robert Osserman.
Lawson found in 1970 a
method to
solve free
boundary value problems for...
-
characteristic of higher-dimensional
Riemannian manifolds Osserman conjecture: that
every Osserman manifold is
either flat or
locally isometric to a rank-one...
-
Nevanlinna Doctoral students Paul
Garabedian Dale
Husemoller James A.
Jenkins Albert Marden Robert Osserman Henry Pollak Halsey Royden George Springer...
- ISBN 978-0-00-434347-1. Weisstein, Eric W. "Sphere". MathWorld.
Steinhaus 1969, p. 221.
Osserman,
Robert (1978). "The
isoperimetric inequality".
Bulletin of the American...
