mathematics, particularly in differential geometry, an Osserman manifold is a Riemannian manifold in which the characteristic polynomial of the Jacobi operator...

Board for Mathematics Communications Award. Osserman conjecture Osserman manifolds Osserman's theorem Osserman, Robert (1957). "On the inequality Δu≥f(u)"...

restaurant in exchange for a new example. Einstein–Hermitian vector bundle Osserman manifold κ {\displaystyle \kappa } should not be confused with k {\displaystyle...

In the mathematical field of differential geometry, the Osserman–Xavier–Fujimoto theorem concerns the Gauss maps of minimal surfaces in the three-dimensional...

characteristic of higher-dimensional Riemannian manifolds Osserman conjecture: that every Osserman manifold is either flat or locally isometric to a rank-one...

Riemannian manifold is a smooth curve in the manifold that is not contained within any compact subset of the manifold. A complete manifold is one in which...

connection, gives a means for parallel transport of tangent vectors on a manifold from one point to another along a curve. An affine connection is typically...

\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...

Tung (1980). "Estimates of eigenvalues of a compact Riemannian manifold". In Osserman, Robert; Weinstein, Alan (eds.). Geometry of the Laplace Operator...

how a certain variable changes as it moves along certain points in space Osserman, B., "Connections, curvature, and p-curvature", preprint. Katz, N., "Nilpotent...

Mathematical Monthly. 97 (8): 650–678. doi:10.2307/2324573. JSTOR 2324573. Osserman, Robert (2005-01-01). "Review of A Panoramic View of Riemannian Geometry"...

Helge Holden, Ragni Piene – The Abel Prize 2008-2012, p. 203. Robert Osserman – A Survey of Minimal Surfaces, p. 160. "Content Online - CDM 2013 Article...

been extensive research in this area, summarised in Osserman (2002). In particular a result of Osserman shows that if a minimal surface is non-planar, then...

York: Springer-Verlag, ISBN 978-0-387-90244-9, MR 0463157, OCLC 13348052 Osserman, Brian, Branched Covers of the Riemann Sphere (PDF), archived from the...

1090/S0273-0979-04-01024-9, MR 2058289 Anel, M., Why deformations are cohomological (PDF) "A glimpse of deformation theory" (PDF)., lecture notes by Brian Osserman...

Ph.D. from Stanford University in 1971 under the supervision of Robert Osserman. In 1973, James Michael and Leon Simon established a Sobolev inequality...

and Tibor Radó was a major milestone. Bernstein's problem and Robert Osserman's work on complete minimal surfaces of finite total curvature were also...

Terng, Calvin C. Moore, Marty Shen, Robert Bryant, Robert Uomini, Robert Osserman, Hung-Hsi Wu, Rob Kirby, CN Yang, Paul Chu, Udo Simon, Phillip Griffiths...

Calabi–Yau manifold is a compact Kähler manifold which is Ricci-flat; as a special case of Yau's verification of the Calabi conjecture, such manifolds are known...

2000) “To the Planets on a Shoe String”, Nature, V408, No. 6812, 510-512 Osserman, J (April 2005) “Mathematics of the Heavens”, Notices of the American Mathematical...

comparison theorem to extend recent results of Joseph Keller and Robert Osserman to Riemannian contexts. Further extensions, based on different uses of...

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...

ISBN 978-1-4704-6567-4) 216 A Concise Introduction to Algebraic Varieties, Brian Osserman (2021, ISBN 978-1-4704-6013-6) 217 Lectures on Poisson Geometry, Marius...

(April 21, 2012). "Reflections on the Early Mathematical Life of Bob Osserman" (PDF). Allyn Jackson (March 2002). "Interview with Louis Nirenberg" (PDF)...

surfaces in E3 Robert Osserman, Gauss map of complete minimal surfaces Pierre Pansu, Lp-cohomology of negatively curved manifolds Peter Petersen, Bounding...

applied mathematics Stanley Osher (born 1942), applied mathematics Robert Osserman (1926–2011), geometry Alexander Ostrowski (1893–1986), mathematician: 88 ...