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  1. math.nyu.edu › people › profilesBruce Kleiner Department of Mathematics - New York University

    Bruce Kleiner. Silver Professor of Mathematics. Chair, Department of Mathematics. bkleiner@cims.nyu.edu. 212-998-3214. Warren Weaver Hall, Office 629. http://math.nyu.edu/~bkleiner/.

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  2. cims.nyu.edu › people › profilesBruce Kleiner | NYU Courant

    Bruce Kleiner. Silver Professor of Mathematics. Chair, Department of Mathematics. bkleiner@cims.nyu.edu. 212-998-3214. Warren Weaver Hall, Office 629. http://math.nyu.edu/~bkleiner/.

  3. math.nyu.edu › people › profilesBruce Kleiner - New York University

    Bruce Kleiner. Silver Professor of Mathematics. Chair, Department of Mathematics. bkleiner@cims.nyu.edu. 212-998-3214. Warren Weaver Hall, Office 629. http://math.nyu.edu/~bkleiner/ Education. Ph.D., Mathematics, University of California, Berkeley, USA, 1990. B.A., Mathematics, University of California, Berkeley, USA, 1985. Research Interests.

  4. math.nyu.edu › ~bkleinerBruce Kleiner - New York University

    Bruce Kleiner. Office: 817 Warren Weaver Hall Email: bkleiner@cims.nyu.edu Telephone: 212-998-3214 FAX: 212-995-4121. The best way to contact me is by email. Research.

  5. www.researchgate.net › scientific-contributions › Bruce-Kleiner-13071081Bruce Kleiner's research works | New York University, NY (NYU)...

    Bruce Kleiner's 93 research works with 3,927 citations and 4,386 reads, including: Diffeomorphism groups of prime 3-manifolds

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    • Bruce Kleiner - Alchetron, The Free Social Encyclopedia
    • MPS Awardee Spotlight: Bruce Kleiner
    • Bruce Kleiner: „Rolul unui diplomat este să înțeleagă ceea ce ...
    • Oliver Club
    • Category:Bruce Kleiner - Wikimedia Commons

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  7. arxiv.org › pdf › matharXiv:math/0605667v5 [math.DG] 19 Feb 2013

    BRUCE KLEINER AND JOHN LOTT 1. Introduction These are notes on Perelman’s papers “The Entropy Formula for the Ricci Flow and its Geometric Applications” [51] and “Ricci Flow with Surgery on Three-Manifolds’ [52]. In these two remarkable preprints, which were posted on the ArXiv in 2002 and 2003, Grisha

  8. arxiv.org › abs › 1101Geometrization of Three-Dimensional Orbifolds via Ricci Flow

    19 de ene. de 2011 · Bruce Kleiner, John Lott. A three-dimensional closed orientable orbifold (with no bad suborbifolds) is known to have a geometric decomposition from work of Perelman along with earlier work of Boileau-Leeb-Porti and Cooper-Hodgson-Kerckhoff. We give a new, logically independent, unified proof of the geometrization of orbifolds, using Ricci flow.