Mi Fu

Results: 322



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61

QUOTIENTS OF BANACH SPACES WITH THE DAUGAVET PROPERTY VLADIMIR KADETS, VARVARA SHEPELSKA AND DIRK WERNER Abstract. We consider a general concept of Daugavet property with respect to a norming subspace. This concept cover

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Source URL: page.mi.fu-berlin.de

- Date: 2008-06-11 04:24:51
    62

    EI N L E IT FA D E N MI T V E R T I E FU NG E N FÜ R DI E U N I VERSI TÄT BERN VERTIEFUNG 2 FALLBEISPIELE Nachhaltige

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    Source URL: www.cde.unibe.ch

    - Date: 2016-06-21 05:17:23
      63

      CHAPTER II Geometric properties of M-ideals II.1

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      Source URL: page.mi.fu-berlin.de

      - Date: 2000-06-19 16:12:16
        64

        Solving the ILP using branch-and-cut Solving ILPs is a main topic in combinatorial optimization. We will take a brief look at the branch-and-cut approach. Branch-and-cut makes use of two techniques: • Cutting planes: t

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        Source URL: www.mi.fu-berlin.de

        - Date: 2007-11-21 04:29:24
          65

          The Daugavet equation for operators not fixing a copy of C[0, 1] Lutz Weis and Dirk Werner Abstract. We prove the norm identity kId + T k = 1 + kT k, which is known as the Daugavet equation, for operators T on C(S) not f

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          Source URL: page.mi.fu-berlin.de

          - Date: 2012-11-07 06:31:05
            66

            D leicht revidierte Version1 , 1. Junislightly revised version2 , June 1, 2012) Reeller äquivarianter Bordismus für Produkte von Z/2 (Real equivariant bordism for products of Z/2

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            Source URL: page.mi.fu-berlin.de

            - Date: 2012-06-01 07:30:33
              67

              Peter Harmand Dirk Werner Wend Werner M-Ideals in Banach Spaces and Banach Algebras

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              Source URL: page.mi.fu-berlin.de

              - Date: 2000-06-19 15:59:34
                68

                NIGEL KALTON’S WORK IN ISOMETRICAL BANACH SPACE THEORY DIRK WERNER 1. Introduction Nigel Kalton was one of the greatest mathematicians of the last 40 years,

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                Source URL: page.mi.fu-berlin.de

                - Date: 2011-03-09 07:18:18
                  69

                  Dirk Werner Mathematik fur Geowissens haftler Vorlesungsskript FU Berlin Vorbemerkung

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                  Source URL: page.mi.fu-berlin.de

                  - Date: 2008-07-11 08:42:01
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