GAUSS

Results: 778



#Item
31Pense Bête pour la crypto Laure Gonnord 9 février 2009 Théorème 1 (Gauss) Si n | ab

Pense Bête pour la crypto Laure Gonnord 9 février 2009 Théorème 1 (Gauss) Si n | ab

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Source URL: laure.gonnord.org

Language: French
    32Wissenschaft und Wirtschaft Qualifizierung, Aus- und Weiterbildung Wissens- und Technologietransfer

    Wissenschaft und Wirtschaft Qualifizierung, Aus- und Weiterbildung Wissens- und Technologietransfer

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    Source URL: gauss-allianz.de

    Language: German - Date: 2016-12-13 08:54:20
      33Microsoft Word - Παρ Α - Θεώρημα του Gauss.doc

      Microsoft Word - Παρ Α - Θεώρημα του Gauss.doc

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      Source URL: users.ntua.gr

      Language: Greek - Date: 2009-11-05 06:04:15
        34Resurgence and Hydrodynamics in Gauss-Bonnet Holography Ben Meiring Jorge Casalderrey-Solana Nikola Gushterov University of Oxford

        Resurgence and Hydrodynamics in Gauss-Bonnet Holography Ben Meiring Jorge Casalderrey-Solana Nikola Gushterov University of Oxford

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        Source URL: www.ccsem.infn.it

        Language: English - Date: 2017-06-15 18:02:53
          35Analyze Gauss: Optimal Bounds for Privacy-Preserving Principal Component Analysis Cynthia Dwork Microsoft Research Kunal Talwar

          Analyze Gauss: Optimal Bounds for Privacy-Preserving Principal Component Analysis Cynthia Dwork Microsoft Research Kunal Talwar

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          Source URL: kunaltalwar.org

          - Date: 2014-09-30 22:53:17
            36Supplementary Material for: 3D Face Morphable Models “In-the-Wild” 1. Gauss-Newton Jacobians Herein, we derive the Jacobians used in SecEqs. 18, 19) of the main paper. Let us first define some basic derivativ

            Supplementary Material for: 3D Face Morphable Models “In-the-Wild” 1. Gauss-Newton Jacobians Herein, we derive the Jacobians used in SecEqs. 18, 19) of the main paper. Let us first define some basic derivativ

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            Source URL: openaccess.thecvf.com

            - Date: 2017-06-16 13:08:57
              37Mathematical Foundations of the GraphBLAS Jeremy Kepner (MIT Lincoln Laboratory Supercomputing Center), Peter Aaltonen (Indiana University), David Bader (Georgia Institute of Technology), Aydın Buluc¸ (Lawrence Berkele

              Mathematical Foundations of the GraphBLAS Jeremy Kepner (MIT Lincoln Laboratory Supercomputing Center), Peter Aaltonen (Indiana University), David Bader (Georgia Institute of Technology), Aydın Buluc¸ (Lawrence Berkele

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              Source URL: gauss.cs.ucsb.edu

              - Date: 2016-08-23 01:13:20
                38Distributed Memory Breadth-First Search Revisited: Enabling Bottom-Up Search Scott Beamer EECS Department University of California Berkeley, California

                Distributed Memory Breadth-First Search Revisited: Enabling Bottom-Up Search Scott Beamer EECS Department University of California Berkeley, California

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                Source URL: gauss.cs.ucsb.edu

                - Date: 2013-03-15 00:56:33
                  39A GENERALIZED GAUSS MARKOV MODEL FOR SPACE OBJECTS IN BLIND RESTORATION OF ADAPTIVE OPTICS TELESCOPE IMAGES * Brian D. Jeffst, Sheila Hongt and Julian Christout Computer Engineering, 459 CB, Brigham Young University, Pro

                  A GENERALIZED GAUSS MARKOV MODEL FOR SPACE OBJECTS IN BLIND RESTORATION OF ADAPTIVE OPTICS TELESCOPE IMAGES * Brian D. Jeffst, Sheila Hongt and Julian Christout Computer Engineering, 459 CB, Brigham Young University, Pro

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                  Source URL: www.et.byu.edu

                  - Date: 2009-10-14 12:22:25