Weinberger

Results: 244



#Item
11

A Portable Fortran 77 Compiler S. I. Feldman P. J. Weinberger Bell Laboratories Murray Hill, New Jersey 07974

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Source URL: wolfram.schneider.org

- Date: 2012-01-08 15:19:27
    12

    Interpreting Type Theory in Appropriate Presheaf Toposes Thomas Streicher, Jonathan Weinberger TU Darmstadt, Germany July 19, 2017

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    Source URL: hott-uf.github.io

    - Date: 2018-03-28 14:04:14
      13

      Awk — A Pattern Scanning and Processing Language (Second Edition) Alfred V. Aho Brian W. Kernighan Peter J. Weinberger Bell Laboratories

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      Source URL: wolfram.schneider.org

      - Date: 2012-01-08 15:19:27
        14

        Isometries, rigidity and universal covers Benson Farb and Shmuel Weinberger ∗ April 15, 2008

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        Source URL: math.uchicago.edu

        - Date: 2008-04-15 23:15:41
          15

          j. differential geometryON HYPERBOLIC GROUPS WITH SPHERES AS BOUNDARY ¨ ck & Shmuel Weinberger

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          Source URL: math.uchicago.edu

          - Date: 2011-03-09 16:55:54
            16

            Topological Classification of Multiaxial U (n)-Actions (with an appendix by Jared Bass) Sylvain Cappell∗ Courant Institute, New York University Shmuel Weinberger† University of Chicago

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            Source URL: math.uchicago.edu

            - Date: 2012-10-12 00:25:35
              17

              Found Comput Math DOIs10208The Complexity of Some Topological Inference Problems Shmuel Weinberger

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              Source URL: math.uchicago.edu

              - Date: 2013-06-27 18:50:21
                18

                Closed Aspherical Manifolds with Center (to Frank Raymond, with friendship and admiration) Sylvain Cappell∗ Courant Institute, New York University Shmuel Weinberger†

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                Source URL: math.uchicago.edu

                - Date: 2012-05-13 22:11:53
                  19

                  MODULAR SYMBOLS AND THE TOPOLOGICAL NONRIGIDITY OF ARITHMETIC MANIFOLDS STANLEY CHANG, SHMUEL WEINBERGER Abstract. In this paper we address the existence of smooth manifolds proper homotopy equivalent to nonuniform arith

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                  Source URL: math.uchicago.edu

                  - Date: 2013-07-05 00:33:19
                    20

                    ? Persistent Homology? W H A T I SShmuel Weinberger

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                    Source URL: math.uchicago.edu

                    - Date: 2010-12-19 14:14:30
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