Cohomology

Results: 823



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21Arithmetic Algebraic Geometry RIMS, September 11 – 15, 2006 Finiteness results for motivic cohomology Shuji Saito (University of Tokyo) joint work with Uwe Jannsen (University of Regensburg)

Arithmetic Algebraic Geometry RIMS, September 11 – 15, 2006 Finiteness results for motivic cohomology Shuji Saito (University of Tokyo) joint work with Uwe Jannsen (University of Regensburg)

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Source URL: www.lcv.ne.jp

Language: English - Date: 2008-03-15 03:39:18
    22DUALITY FOR RELATIVE LOGARITHMIC DE RHAM-WITT SHEAVES AND WILDLY RAMIFIED CLASS FIELD THEORY OVER FINITE FIELDS UWE JANNSEN, SHUJI SAITO, AND YIGENG ZHAO Abstract. In order to study p-adic ´etale cohomology of an open s

    DUALITY FOR RELATIVE LOGARITHMIC DE RHAM-WITT SHEAVES AND WILDLY RAMIFIED CLASS FIELD THEORY OVER FINITE FIELDS UWE JANNSEN, SHUJI SAITO, AND YIGENG ZHAO Abstract. In order to study p-adic ´etale cohomology of an open s

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    Source URL: www.lcv.ne.jp

    Language: English - Date: 2017-07-23 20:27:00
      23Proper pushforward of coherent sheaves Wouter Zomervrucht, March 19, 2014 ˇ 1. Cech cohomology

      Proper pushforward of coherent sheaves Wouter Zomervrucht, March 19, 2014 ˇ 1. Cech cohomology

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      Source URL: pub.math.leidenuniv.nl

      - Date: 2016-10-16 14:16:09
        24ELLIPTIC CURVES AND ALGEBRAIC TOPOLOGY MATTHEW ANDO Part 1. Elliptic curves and chromatic stable homotopy theory Elliptic curves enter algebraic topology through “Elliptic cohomology”–really a family of cohomology

        ELLIPTIC CURVES AND ALGEBRAIC TOPOLOGY MATTHEW ANDO Part 1. Elliptic curves and chromatic stable homotopy theory Elliptic curves enter algebraic topology through “Elliptic cohomology”–really a family of cohomology

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        Source URL: www.math.uiuc.edu

        - Date: 2003-08-27 15:44:38
          25Infinitesimal sheaves and crystals – Erik Visse November 2nd, 2016 These are the notes from the seminar on crystalline cohomology held at the University of Amsterdam (UvA) in the autumn ofThe website for the sem

          Infinitesimal sheaves and crystals – Erik Visse November 2nd, 2016 These are the notes from the seminar on crystalline cohomology held at the University of Amsterdam (UvA) in the autumn ofThe website for the sem

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          Source URL: pub.math.leidenuniv.nl

          - Date: 2016-11-03 11:05:42
            26ON HYPERBOLIC COHOMOLOGY CLASSES M. BRUNNBAUER AND D. KOTSCHICK Abstract. We study hyperbolic cohomology classes in the general context of simplicial complexes and prove homological invariance statements for them. We rel

            ON HYPERBOLIC COHOMOLOGY CLASSES M. BRUNNBAUER AND D. KOTSCHICK Abstract. We study hyperbolic cohomology classes in the general context of simplicial complexes and prove homological invariance statements for them. We rel

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            Source URL: 129.187.111.185

            - Date: 2008-08-11 07:23:46
              27The Compressed Annotation Matrix: An Efficient Data Structure for Computing Persistent Cohomology Jean-Daniel Boissonnat & Tamal Dey & Cl´ement Maria JGA 2013

              The Compressed Annotation Matrix: An Efficient Data Structure for Computing Persistent Cohomology Jean-Daniel Boissonnat & Tamal Dey & Cl´ement Maria JGA 2013

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              Source URL: quentin.mrgt.fr

              - Date: 2014-01-09 09:41:45
                28147 Documenta Math. De Rham-Witt Cohomology and Displays Andreas Langer and Thomas Zink

                147 Documenta Math. De Rham-Witt Cohomology and Displays Andreas Langer and Thomas Zink

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                Source URL: www.math.uiuc.edu

                - Date: 2007-04-30 16:41:04
                  29A note on Galois cohomology of algebraic integers (Abstract) Takashi Ono The Johns Hopkins University October 10, 2008

                  A note on Galois cohomology of algebraic integers (Abstract) Takashi Ono The Johns Hopkins University October 10, 2008

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                  Source URL: staff.miyakyo-u.ac.jp

                  - Date: 2008-10-14 06:35:02
                    30BROWN-PETERSON COHOMOLOGY FROM MORAVA K-THEORY, II W. STEPHEN WILSON Abstract. We improve on some results with Ravenel and Yagita in a paper by the same name. In particular, we generalize when injectivity, surjectivity,

                    BROWN-PETERSON COHOMOLOGY FROM MORAVA K-THEORY, II W. STEPHEN WILSON Abstract. We improve on some results with Ravenel and Yagita in a paper by the same name. In particular, we generalize when injectivity, surjectivity,

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                    Source URL: www.math.jhu.edu

                    - Date: 2014-03-30 15:19:14