Manifolds

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51Geometry of Moduli Space of Low Dimensional Manifolds December 12–16, 2016 Room 420, RIMS, Kyoto University Access: http://www.kurims.kyoto-u.ac.jp/en/access-01.html

Geometry of Moduli Space of Low Dimensional Manifolds December 12–16, 2016 Room 420, RIMS, Kyoto University Access: http://www.kurims.kyoto-u.ac.jp/en/access-01.html

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Source URL: pc1.math.gakushuin.ac.jp

- Date: 2016-12-08 21:25:50
    52Journal of Machine Learning Research–163 Submitted 1/04; Published 1/05 Diffusion Kernels on Statistical Manifolds John Lafferty

    Journal of Machine Learning Research–163 Submitted 1/04; Published 1/05 Diffusion Kernels on Statistical Manifolds John Lafferty

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    Source URL: www.jmlr.org

    - Date: 2005-01-12 23:00:31
      53SPECIAL MANIFOLDS, ARITHMETIC AND HYPERBOLIC ASPECTS: A SHORT SURVEY ´ ERIC ´ FRED CAMPANA

      SPECIAL MANIFOLDS, ARITHMETIC AND HYPERBOLIC ASPECTS: A SHORT SURVEY ´ ERIC ´ FRED CAMPANA

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      Source URL: www.mast.queensu.ca

      - Date: 2014-07-09 09:20:22
        54COARSE TOPOLOGY, ENLARGEABILITY, AND ESSENTIALNESS B. HANKE, D. KOTSCHICK, J. ROE, AND T. SCHICK A BSTRACT. Using methods from coarse topology we show that fundamental classes of closed enlargeable manifolds map non-triv

        COARSE TOPOLOGY, ENLARGEABILITY, AND ESSENTIALNESS B. HANKE, D. KOTSCHICK, J. ROE, AND T. SCHICK A BSTRACT. Using methods from coarse topology we show that fundamental classes of closed enlargeable manifolds map non-triv

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        Source URL: 129.187.111.185

        - Date: 2008-03-06 09:58:18
          55Comment. Math. Helv), 587–616 Commentarii Mathematici Helvetici Chern numbers and the geometry of partial flag manifolds D. Kotschick and S. Terzi´c

          Comment. Math. Helv), 587–616 Commentarii Mathematici Helvetici Chern numbers and the geometry of partial flag manifolds D. Kotschick and S. Terzi´c

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          Source URL: 129.187.111.185

          - Date: 2009-05-26 14:02:41
            56Mathematical Research Letters 2, 119–FOUR-MANIFOLDS WITHOUT SYMPLECTIC STRUCTURES BUT WITH NONTRIVIAL

            Mathematical Research Letters 2, 119–FOUR-MANIFOLDS WITHOUT SYMPLECTIC STRUCTURES BUT WITH NONTRIVIAL

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            Source URL: 129.187.111.185

            - Date: 2010-09-27 12:13:32
              57MONOPOLE CLASSES AND PERELMAN’S INVARIANT OF FOUR-MANIFOLDS D. KOTSCHICK A BSTRACT. We calculate Perelman’s invariant for compact complex surfaces and a few other smooth four-manifolds. We also prove some results con

              MONOPOLE CLASSES AND PERELMAN’S INVARIANT OF FOUR-MANIFOLDS D. KOTSCHICK A BSTRACT. We calculate Perelman’s invariant for compact complex surfaces and a few other smooth four-manifolds. We also prove some results con

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              Source URL: 129.187.111.185

              - Date: 2006-08-20 18:54:17
                58ENGEL STRUCTURES AND WEAKLY HYPERBOLIC FLOWS ON FOUR-MANIFOLDS D. KOTSCHICK AND T. VOGEL A BSTRACT. We study pairs of Engel structures on four-manifolds whose intersection has constant rank one and which define the same

                ENGEL STRUCTURES AND WEAKLY HYPERBOLIC FLOWS ON FOUR-MANIFOLDS D. KOTSCHICK AND T. VOGEL A BSTRACT. We study pairs of Engel structures on four-manifolds whose intersection has constant rank one and which define the same

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                Source URL: www.math.lmu.de

                - Date: 2016-10-14 09:33:21
                  59Degree theory and intersections. Sard’s theorem, and its relative, transversality are powerful tools for understanding manifolds. One can give a whole course on this. This is not that. I just want to review here some o

                  Degree theory and intersections. Sard’s theorem, and its relative, transversality are powerful tools for understanding manifolds. One can give a whole course on this. This is not that. I just want to review here some o

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                  Source URL: math.uchicago.edu

                  - Date: 2004-04-01 22:47:14
                    60Manifolds with complete metrics of positive scalar curvature Shmuel Weinberger Joint work with Stanley Chang and Guoliang Yu May 5–14, 2008

                    Manifolds with complete metrics of positive scalar curvature Shmuel Weinberger Joint work with Stanley Chang and Guoliang Yu May 5–14, 2008

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                    Source URL: math.uchicago.edu

                    - Date: 2011-06-28 10:34:55