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Reeb may refer to: People * David Reeb (born 1952), Israeli artist * Georges Reeb (1920–1993), French mathematician * James Reeb (1927–1965) American civil rights activist * Jörg Reeb (born 1972), German footballer * Larry Reeb, American stand-up comedian * Troy Reeb (born 1969), Canadian journalist Products * Reeb (beer) Mathematics * Reeb foliation * Reeb graph * Reeb sphere theorem * Reeb stability theorem * Reeb vector field In mathematics, the Reeb vector field, named after the French mathematician Georges Reeb, is a notion that appears in various domains of contact geometry In mathematics, contact geometry is the study of a geometric structure on smooth manifo ...
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David Reeb
David Reeb (1952) is an Israeli-born artist. Biography David Reeb was born in Rehovot, Israel in 1952. He has shown work in Documenta X at Kassel, the Ankara, Kwangju, Havana and Berlin Biennales, "In Focus: Living History," Tate Modern, London and in various museums and galleries in the U.S., Austria, Germany, Sweden and elsewhere. He has had one-person exhibitions at the Tel Aviv Museum, the Israel Museum (together with Miki Kratsman), Haifa Museum, Umm El Fahem Gallery, Stadtische Kunsthalle, Düsseldorf, Haus Am Lutzowplatz, Berlin and various other galleries and museums. Some of his work consists of figurative paintings after photographs and video stills. While previously he used news photographers’ images, especially those of Miki Kratsman, since 2006 he has been making these paintings primarily after his own source material. He also often exhibits video. Mainly during the 1980s and 90s he helped organise cooperative activities, generally in the form of common exhib ...
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Georges Reeb
Georges Henri Reeb (12 November 1920 – 6 November 1993) was a French mathematician. He worked in differential topology, differential geometry, differential equations, topological dynamical systems theory and non-standard analysis. Biography Reeb was born in Saverne, Bas-Rhin, Alsace, to Theobald Reeb and Caroline Engel. He started studying mathematics at University of Strasbourg, but in 1939 the entire university was evacuated to Clermont-Ferrand due to the German occupation of France. After the war, he completed his studies and in 1948 he defended his PhD thesis, entitled ''Propriétés topologiques des variétés feuilletées'' opological properties of foliated manifoldsand supervised by Charles Ehresmann. In 1952 Reeb was appointed professor at Université Joseph Fourier in Grenoble and in 1954 he visited the Institute for Advanced Study. From 1963 he worked at Université Louis Pasteur in Strasbourg. There, in 1965 he created with Jean Leray and Pierre Lelong the ser ...
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James Reeb
James Joseph Reeb (January 1, 1927 – March 11, 1965) was an American Unitarian Universalism, Unitarian Universalist minister, pastor, and activist during the civil rights movement in Washington, D.C. and Boston, Massachusetts. While participating in the Selma to Montgomery marches actions in Selma, Alabama, in 1965, he was murdered by white segregationists, dying of head injuries in the hospital two days after being severely beaten. Three men were tried for Reeb's murder but were acquitted by an all-white jury. His murder remains officially unsolved. Life and career Reeb was born on January 1, 1927, in Wichita, Kansas, Wichita, Kansas, to Mae (Fox) and Harry Reeb. He was raised in Kansas and Casper, Wyoming. He attended Natrona County High School and graduated in 1945, after which he joined the Army despite the fact that his commitment to the ministry made him exempt from service. After basic training, he was sent to Anchorage, Alaska, as a clerk typist for the headquarters ...
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Jörg Reeb
Jörg Reeb (born 6 January 1972 in Saarbrücken) is a former German footballer who last played for ASC Dudweiler. Honours * Bundesliga The Bundesliga (; ), sometimes referred to as the Fußball-Bundesliga () or 1. Bundesliga (), is a professional association football league in Germany. At the top of the German football league system, the Bundesliga is Germany's primary footba ... runner-up: 1998–99, 1999–2000 References 1972 births Living people German men's footballers 1. FC Saarbrücken players Arminia Bielefeld players Bayer 04 Leverkusen players 1. FC Köln players FC Augsburg players Bundesliga players 2. Bundesliga players Men's association football defenders Men's association football midfielders Footballers from Saarbrücken {{germany-footy-defender-1970s-stub ...
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Larry Reeb
Larry Reeb (aka Uncle Lar) is a stand-up comedian from Chicago, Illinois. He is best known for his one-liners often followed by the catchphrase "That's a tip from your Uncle Lar". His earliest recorded and released performance was in 1987. Reeb is a frequent guest on The Bob & Tom Show, as well as Todd-N-Tyler Radio Empire. In 2006, he auditioned for the fourth season of Last Comic Standing and made it to the second part of the quarterfinals. Television/Video Appearances *"Opening Night at Rodney's Place" (Hosted by Rodney Dangerfield) - HBO *"Comedy Club Network" "Comedy Club Allstars 1" - Showtime *"Comic Strip Live" - Fox *"Comedy Express" - Fox *"Comedy on the Road" - A&E *"Standup Spotlight" - VH1 *"1/2 Comedy Hour" - MTV *"Ben Around Town" - PBS *"Chicago Sports Profiles" (Hosted by Tom Dreesen) - Fox Sports Networks *"New Years Eve at Zanies" (Hosted by Jenny Jones) - WGN *"Truly Tasteless Jokes" - Vestron Video Vestron Video was the main subsidiary of Vestron, In ...
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Troy Reeb
Troy Reeb (born November 6, 1969) is a Canadian media executive and former journalist who currently serves as executive vice president of broadcast networks for all Corus Entertainment properties, including the Global Television Network. Reeb was born in Toronto, Ontario and raised in Westlock, Alberta. Career As the head of broadcast networks, Reeb is responsible for all Corus TV, radio and digital properties, including Global TV and 37 specialty channels including W Network, HGTV Canada, Showcase, Food Network Canada and History Television. Additionally, he oversees all radio content and audio products for Corus. He was promoted in February 2019 from his former role as senior vice president of news, radio and station operations. In this role, his roster spanned the network's flagship newscast ''Global National'', local operations from 15 television stations, 39 Corus Radio stations and a dozen Global News bureaus across Canada - with additional satellite bureaus in Washington an ...
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Reeb (beer)
Reeb () is a Chinese brand of beer produced in by the Shanghai Asia Pacific Brewery. Reeb is ''beer'' spelled backwards. Reeb's distribution is primarily in the Shanghai area. It has been described as the "most popular beer in Shanghai Shanghai (; , , Standard Mandarin pronunciation: ) is one of the four direct-administered municipalities of the People's Republic of China (PRC). The city is located on the southern estuary of the Yangtze River, with the Huangpu River flow ...." References External links * Beer in China Chinese beer brands Shanghai Beer brands {{beer-stub ...
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Reeb Foliation
In mathematics, the Reeb foliation is a particular foliation of the 3-sphere, introduced by the French mathematician Georges Reeb (1920–1993). It is based on dividing the sphere into two solid tori, along a 2-torus: see Clifford torus. Each of the solid tori is then foliated internally, in codimension 1, and the dividing torus surface forms one more leaf. By Novikov's compact leaf theorem {{Short description, Result about foliation of compact 3-manifolds In mathematics, Novikov's compact leaf theorem, named after Sergei Novikov, states that : ''A codimension-one foliation of a compact 3-manifold whose universal covering space is n ..., every smooth foliation of the 3-sphere includes a compact torus leaf, bounding a solid torus foliated in the same way. Illustrations References * * * External links * {{topology-stub Foliations ...
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Reeb Graph
A Reeb graphY. Shinagawa, T.L. Kunii, and Y.L. Kergosien, 1991. Surface coding based on Morse theory. IEEE Computer Graphics and Applications, 11(5), pp.66-78 (named after Georges Reeb by René Thom) is a mathematical object reflecting the evolution of the level sets of a real-valued function on a manifold. According to a similar concept was introduced by G.M. Adelson-Velskii and A.S. Kronrod and applied to analysis of Hilbert's thirteenth problem. Proposed by G. Reeb as a tool in Morse theory, Reeb graphs are the natural tool to study multivalued functional relationships between 2D scalar fields \psi, \lambda, and \phi arising from the conditions \nabla \psi = \lambda \nabla \phi and \lambda \neq 0, because these relationships are single-valued when restricted to a region associated with an individual edge of the Reeb graph. This general principle was first used to study neutral surfaces in oceanography. Reeb graphs have also found a wide variety of applications in comput ...
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Reeb Sphere Theorem
In mathematics, Reeb sphere theorem, named after Georges Reeb, states that : A closed oriented connected manifold ''M'' ''n'' that admits a singular foliation having only centers is homeomorphic to the sphere ''S''''n'' and the foliation has exactly two singularities. Morse foliation A singularity of a foliation ''F'' is of Morse type if in its small neighborhood all leaves of the foliation are level sets of a Morse function, being the singularity a critical point of the function. The singularity is a center if it is a local extremum of the function; otherwise, the singularity is a saddle. The number of centers ''c'' and the number of saddles s, specifically c-s, is tightly connected with the manifold topology. We denote \operatorname p = \min(k,n-k), the index of a singularity p, where ''k'' is the index of the corresponding critical point of a Morse function. In particular, a center has index 0, index of a saddle is at least 1. A Morse foliation ''F'' on a m ...
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Reeb Stability Theorem
In mathematics, Reeb stability theorem, named after Georges Reeb, asserts that if one leaf of a codimension-one foliation is closed and has finite fundamental group, then all the leaves are closed and have finite fundamental group. Reeb local stability theorem Theorem: ''Let F be a C^1, codimension k foliation of a manifold M and L a compact leaf with finite holonomy group. There exists a neighborhood U of L, saturated in F (also called invariant), in which all the leaves are compact with finite holonomy groups. Further, we can define a retraction \pi: U\to L such that, for every leaf L'\subset U, \pi, _:L'\to L is a covering map with a finite number of sheets and, for each y\in L, \pi^(y) is homeomorphic to a disk of dimension k and is transverse to F. The neighborhood U can be taken to be arbitrarily small.'' The last statement means in particular that, in a neighborhood of the point corresponding to a compact leaf with finite holonomy, the space of leaves is Hausdorff. Unde ...
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