AI & ChatGPT searches , social queriess for ROBERT OSSERMAN
Search references for ROBERT OSSERMAN. Phrases containing ROBERT OSSERMAN
See searches and references containing ROBERT OSSERMAN!
Search references for ROBERT OSSERMAN. Phrases containing ROBERT OSSERMAN
See searches and references containing ROBERT OSSERMAN!ROBERT OSSERMAN
American mathematician
Robert "Bob" Osserman (December 19, 1926 – November 30, 2011) was an American mathematician who worked in geometry. He is specially remembered for his
Robert_Osserman
Type of Riemannian manifold with constant Jacobi operator spectrum
the unit tangent bundle. It is named after American mathematician Robert Osserman. Let M n {\displaystyle M^{n}} be a Riemannian manifold. For a point
Osserman_manifold
Type of catenary curve
[citation needed] Simple suspension bridges use weighted catenaries. Osserman, Robert (February 2010). "Mathematics of the Gateway Arch" (PDF). Notices of
Weighted_catenary
American mathematician
his Ph.D. from Stanford University in 1971 under the supervision of Robert Osserman. In 1973, James Michael and Leon Simon established a Sobolev inequality
David_Allen_Hoffman
American mathematician
Stanford University in 1969, where he worked under the supervision of Robert Osserman. After completing his doctorate, Lawson joined the faculty at the University
H._Blaine_Lawson
Surface that locally minimizes its area
Douglas 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
Minimal_surface
Architectural pointed arch that follows an inverted catenary curve
bridge Steel catenary riser Bradley & Gohnert 2022. Osserman 2010, p. 220. "The enigma of Robert Hooke". Quantum Frontiers. Institute for Quantum Information
Catenary_arch
M. Nikishin N. K. Nikolskii Joachim A. Nitsche Sergei P. Novikov Robert Osserman Jacob Palis Roger Penrose Ilya Piatetski-Shapiro V. P. Platonov Claudio
List of International Congresses of Mathematicians Plenary and Invited Speakers
List_of_International_Congresses_of_Mathematicians_Plenary_and_Invited_Speakers
Chinese-American mathematician and poet
Weinstein, Chuu-Lian Terng, Calvin C. Moore, Marty Shen, Robert Bryant, Robert Uomini, Robert Osserman, Hung-Hsi Wu, Rob Kirby, CN Yang, Paul Chu, Udo Simon
Shiing-Shen_Chern
Finnish mathematician (1907–1996)
Nevanlinna Doctoral students Paul Garabedian Dale Husemoller James A. Jenkins Albert Marden Robert Osserman Henry Pollak Halsey Royden George Springer
Lars_Ahlfors
Impact of English computer scientist
Alan Turing in 2006, which was based on material commissioned by Dr. Robert Osserman and David Elsenbud of the Mathematical Sciences Research Institute
Legacy_of_Alan_Turing
American scholar and literary critic (1941–2010)
Community Synagogue in Piedmont, California. Her husband of 33 years, Robert Osserman, said Adelman loved the theater, nature, bird watching and taking walks
Janet_Adelman
Topological theorem
In the mathematical field of differential geometry, the Osserman–Xavier–Fujimoto theorem concerns the Gauss maps of minimal surfaces in the three-dimensional
Osserman–Xavier–Fujimoto theorem
Osserman–Xavier–Fujimoto_theorem
Joseph Keller and Robert Osserman. Keller's motivation for this problem was based in application to electrohydrodynamics. Osserman's motivation, by contrast
Keller–Osserman_conditions
mathematics at Stanford University in 1978, under the supervision of Robert Osserman. He has worked as a systems programmer for Intel, and joined the Rochester
Michael_Gage_(mathematician)
Research institute
also hosts special performances of classical music. Mathematician Robert Osserman has held a series of public "conversations" with artists who have been
Simons Laufer Mathematical Sciences Institute
Simons_Laufer_Mathematical_Sciences_Institute
Organization
Steven H. Strogatz 2006: Roger Penrose 2005: Barry Arthur Cipra 2003: Robert Osserman 2002: Helaman Ferguson and Claire Ferguson 2001: Keith J. Devlin 2000:
Joint Policy Board for Mathematics
Joint_Policy_Board_for_Mathematics
Italian-born American mathematician (1923–2023)
Laplacian comparison theorem to extend recent results of Joseph Keller and Robert Osserman to Riemannian contexts. Further extensions, based on different uses
Eugenio_Calabi
Zdeněk Miler, 90, Czech animator and illustrator, creator of The Mole. Robert Osserman, 84, American mathematician. Carl Robie, 66, American Olympic gold
Deaths_in_November_2011
applied mathematics Stanley Osher (born 1942), applied mathematics Robert Osserman (1926–2011), geometry Alexander Ostrowski (1893–1986), mathematician
List_of_Jewish_mathematicians
2000 off-Broadway musical
version ranging from "mildly amused to enthusiastic." Mathematician Robert Osserman, while acknowledging the musical as unique to the point of making comparisons
Fermat's_Last_Tango
2015-05-02. Helge Holden, Ragni Piene – The Abel Prize 2008-2012, p. 203. Robert Osserman – A Survey of Minimal Surfaces, p. 160. "Content Online - CDM 2013
Almgren–Pitts_min-max_theory
American annual mathematics conference
curvature Nicolas Kapouleas, Constant mean curvature surfaces in E3 Robert Osserman, Gauss map of complete minimal surfaces Pierre Pansu, Lp-cohomology
Geometry_Festival
Relates the integral of Gaussian curvature of surfaces to the Euler characteristic
curvature of S is zero, and χ(S) = 1, so the inequality is strict: 0 < 2π. Robert Osserman, A Survey of Minimal Surfaces, Courier Dover Publications, 2002, page
Cohn-Vossen's_inequality
Extension of the Schwarz lemma for hyperbolic geometry
generalization of this theorem was proved by Shing-Tung Yau in 1973. Osserman, Robert (September 1999). "From Schwarz to Pick to Ahlfors and Beyond" (PDF)
Schwarz–Ahlfors–Pick_theorem
Foundation. Retrieved October 17, 2024. "Robert Harry Socolow". Princeton University. Retrieved April 2, 2026. "Robert H. Socolow". John Simon Guggenheim Memorial
List of Guggenheim Fellowships awarded in 1976
List_of_Guggenheim_Fellowships_awarded_in_1976
Set of points equidistant from a center
Weisstein, Eric W. "Sphere". MathWorld. Steinhaus 1969, p. 221. Osserman, Robert (1978). "The isoperimetric inequality". Bulletin of the American Mathematical
Sphere
characteristic of higher-dimensional Riemannian manifolds Osserman conjecture: that every Osserman manifold is either flat or locally isometric to a rank-one
List of unsolved problems in mathematics
List_of_unsolved_problems_in_mathematics
Differential geometry topic
Adam Miller. The Princeton University Library. Hoffman, David A.; Osserman, Robert (1980). The geometry of the generalized Gauss map. Memoirs of the American
Gauss_map
Geometric inequality applicable to any closed curve
Birkhäuser Classics. Dordrecht: Springer. p. 519. ISBN 9780817645830. Osserman, Robert. "The Isoperimetric Inequality." Bulletin of the American Mathematical
Isoperimetric_inequality
On points of extreme curvature in curves
Society. 41 (1): 9–23. doi:10.2307/1989876. JSTOR 1989876. MR 1501889. Osserman, Robert (1985). "The four-or-more vertex theorem". The American Mathematical
Four_vertex_theorem
German mathematician
Obituary in the NZZ Konrad Voss at the Mathematics Genealogy Project Osserman, Robert (1986). A survey of minimal surfaces (Second edition of 1969 original ed
Konrad_Voss
US National Historic Landmark in St. Louis, Missouri
"Mathematical Equation". National Park Service. Retrieved December 29, 2023. Osserman, Robert (February 2010). "Mathematics of the Gateway Arch" (PDF). Notices of
Gateway_Arch
Curved structure that spans a space and may support a load
Roman Bridges, Cambridge University Press, ISBN 978-0-521-39326-3 Osserman, Robert (February 2010). "Mathematics of the Gateway Arch" (PDF). Notices of
Arch
Hungarian mathematician (1802–1860)
Gauss to Farkas Bolyai from 6 March 1832 Greenberg 2008, p. 243-244 Osserman, Robert (2005). "Book Review: Non-Euclidean Geometry, and the Nature of Space"
János_Bolyai
Mathematics of smooth surfaces
Laplacians", J. Funct. Anal., 80: 148–211, doi:10.1016/0022-1236(88)90070-5 Osserman, Robert (2002), A Survey of Minimal Surfaces, Dover, ISBN 978-0-486-49514-9
Differential geometry of surfaces
Differential_geometry_of_surfaces
Curve formed by a hanging chain
Potter's Handbook. Laurence King. p. 224. ISBN 978-1-85669-354-7. Osserman, Robert (2010), "Mathematics of the Gateway Arch", Notices of the American
Catenary
Physics algorithm
ISBN 9780691128221 Adler, Robert (Nov. 30, 2000) “To the Planets on a Shoe String”, Nature, V408, No. 6812, 510–512 Osserman, J (April 2005) “Mathematics
Weak_stability_boundary
American mathematician (1923–2016)
Bibcode:1962JOSA...52..116K. doi:10.1364/JOSA.52.000116. PMID 14454948. Roberts, Sam. "Joseph B. Keller, Mathematician With Whimsical Curiosity, Dies at
Joseph_Keller
French mathematician (1927-2016)
JSTOR 2324573. Archived from the original on 2022-09-28. Retrieved 2015-01-31. Osserman, Robert (2005-01-01). "Review of A Panoramic View of Riemannian Geometry".
Marcel_Berger
English mathematician (born 1947)
Archived from the original on 4 December 2023. Retrieved 9 October 2023. Osserman, Robert (October 2005). "review of János Bolyai, Non-Euclidean Geometry, and
Jeremy_Gray_(mathematician)
American microbiologist
Award from Long Island Center for Business and Professional Women Elliot Osserman Award from the Israel Cancer Research Fund Karl Storz Award from the American
Bettie_Steinberg
American mathematician
(1980). "Estimates of eigenvalues of a compact Riemannian manifold". In Osserman, Robert; Weinstein, Alan (eds.). Geometry of the Laplace Operator. University
Peter_Li_(mathematician)
Canadian-American mathematician (1925–2020)
(April 21, 2012). "Reflections on the Early Mathematical Life of Bob Osserman" (PDF). Allyn Jackson (March 2002). "Interview with Louis Nirenberg" (PDF)
Louis_Nirenberg
Chinese-American mathematician (born 1949)
(1980). "Estimates of eigenvalues of a compact Riemannian manifold". In Osserman, Robert; Weinstein, Alan (eds.). Geometry of the Laplace Operator. University
Shing-Tung_Yau
1937. Republican gain. ▌Y Bruce F. Barton (Republican) 53.0% ▌Stanley Osserman (Democratic) 32.4% ▌George Backer (American Labor) 14.0% New York 25 Charles
1937 United States House of Representatives elections
1937_United_States_House_of_Representatives_elections
Archived from the original on 11 October 2025. Retrieved 9 October 2025. Osserman, J. (2024). "Psychoanalysis and Trans: A Study of Two Psychosocial Scenes"
Transgender rights in the United Kingdom
Transgender_rights_in_the_United_Kingdom
American author, politician, and advertising executive (1886–1967)
Francis Bushnell, Robert Treat, and John Davenport. Barton's siblings were Charles William Barton (b. 1887), Helen (b. 1889), and Robert Shawmut Barton (b
Bruce_Fairchild_Barton
Graduate-level textbooks in mathematics
companion volume: GSM/32.M Solutions Manual to A Modern Theory of Integration, Robert G. Bartle (2001, ISBN 978-0-8218-2821-2). The second edition of this title
Graduate Studies in Mathematics
Graduate_Studies_in_Mathematics
ROBERT OSSERMAN
ROBERT OSSERMAN
Male
Czechoslovakian
, bright fame.
Female
French
Feminine form of Norman French Robert, ROBERTE means "bright fame."
Male
English
 English form of Anglo-Saxon Hreodbeorht, ROBERT means "bright fame." Compare with another form of Robert.
Male
French
 French name derived from Latin Albertus, ALBERT means "bright nobility." Compare with other forms of Albert.
Male
Italian
Italian, Portuguese, and Spanish form of Latin Robertus, ROBERTO means "bright fame."
Boy/Male
American, Australian, British, Chinese, Danish, English, French, German, Italian, Latin, Portuguese, Spanish, Swiss, Teutonic
Bright with Fame; Wide Fame; Spanish Form of Robert Shining Fame
Surname or Lastname
English
English : variant of Roberts.
Male
French
 Norman French form of Latin Robertus, ROBERT means "bright fame." Compare with another form of Robert.
Female
Italian
 Feminine form of Latin Robertus, ROBERTA means "bright fame." In use by the Italians, Portuguese and Spanish. Compare with another form of Roberta.
Male
English
 Middle English form of Anglo-Saxon Æthelbert, ALBERT means "bright nobility." Compare with other forms of Albert.
Surname or Lastname
English, French, German, Dutch, Hungarian (Róbert), etc
English, French, German, Dutch, Hungarian (Róbert), etc : from a Germanic personal name composed of the elements hrÅd
‘renown’ + berht ‘bright’, ‘famous’. This is found occasionally
in England before the Conquest, but in the main it was introduced into
England by the Normans and quickly became popular among all classes of
society. The surname is also occasionally borne by Jews, as an
Americanized form of one or more like-sounding Jewish surnames.A Robert from La Rochelle, France is documented in Trois-Rivières,
Quebec, in 1666, with the secondary surname
Boy/Male
German American Shakespearean Teutonic English French Scottish
Famed, bright; shining. An all-time favorite boys' name since the Middle Ages. Famous Bearers:...
Surname or Lastname
English
English : patronymic from the personal name Robert. This surname is very frequent in Wales and west central England. It is also occasionally borne by Jews, presumably as an Americanized form of a like-sounding Jewish surname.
Male
English
English variant spelling of French Albert, ELBERT means "bright nobility."
Boy/Male
American, Anglo, Australian, British, Chinese, Christian, Czechoslovakian, Danish, Dutch, English, Finnish, French, German, Indian, Irish, Italian, Jamaican, Netherlands, Polish, Scottish, Swedish, Swiss, Teutonic
Bright with Fame; Famed; Bright; Shining; An All-time Favorite Boys Name Since the Middle Ages; A; 14th-century King Robert the Bruce; Robert Burns the Poet
Boy/Male
Australian, Czech, Danish, German, Swedish
Famous Brilliance from Robert; Bright Famous One
Surname or Lastname
English and French
English and French : variant of Robert.
Surname or Lastname
English
English : patronymic from Robart.
Male
Welsh
Welsh form of German Hrodebert, RHOBERT means "bright fame."Â
Surname or Lastname
English
English : variant of Roberts.
ROBERT OSSERMAN
ROBERT OSSERMAN
Girl/Female
Irish American
Present. Also a feminine form of Sean: Irish God is gracious; gift from God.
Girl/Female
English American
The flower lily is a symbol of innocence; purity and beauty.
Boy/Male
Hindu
Basically very knowledge and skill this person....and then trust of God, Friendly with all for whom mingled with himself
Girl/Female
German
Noble; Kind
Boy/Male
Muslim
Trusted
Boy/Male
Celebrity, Hindu, Indian, Kannada, Sanskrit
The Supreme Joy
Boy/Male
Muslim
An honorific title
Girl/Female
Indian
Princess with a Powerful Spirit that Prevails; A Princess that Prevails
Surname or Lastname
German
German : variant of Bauscher or Boesshaar (see Basehore).English : variant of Belcher.
Girl/Female
Norse
Half beautiful.
ROBERT OSSERMAN
ROBERT OSSERMAN
ROBERT OSSERMAN
ROBERT OSSERMAN
ROBERT OSSERMAN
superl.
Not proceeding from, or attended with, passion; calm; as, sober judgment; a man in his sober senses.
v. i.
One who practices robbery on the seas; a pirate.
a.
Not covert; open; public; manifest; as, an overt act of treason.
n.
See Herb Robert, under Herb.
v. t.
Sheltered; not open or exposed; retired; protected; as, a covert nook.
v. t.
To invest with a robe or robes; to dress; to array; as, fields robed with green.
n.
One who ranges; a rover; sometimes, one who ranges for plunder; a roving robber.
imp. & p. p.
of Robe
superl.
Not intoxicated or excited by spirituous liquors; as, the sot may at times be sober.
v. i.
To become sober; -- often with down.
a.
Evincing strength; indicating vigorous health; strong; sinewy; muscular; vigorous; sound; as, a robust body; robust youth; robust health.
n.
A boat propelled by three rowers with four oars, the middle rower pulling two.
v. t.
To change back. See Revert, v. i.
n.
A rover or footpad; a prowling robber.
v. t.
Under cover, authority or protection; as, a feme covert, a married woman who is considered as being under the protection and control of her husband.
a.
Having a disposition or temper habitually sober.
a.
Requiring strength or vigor; as, robust employment.
v. t.
To make sober.
superl.
Temperate in the use of spirituous liquors; habitually temperate; as, a sober man.