Convex

Results: 2611



#Item
791

Using non-convex Approximations for Efficient Analysis of Timed Automata F. Herbreteau1 , D. Kini2 , B. Srivathsan1 and I. Walukiewicz1 LaBRI, Universit´ e de Bordeaux 1

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Source URL: www.cmi.ac.in

- Date: 2011-01-28 07:39:36
    792

    Bounds of Chord Power Integrals for Some Classes of Convex Bodies and a Remark on Determinantal Point Processes LOTHAR HEINRICH University of Augsburg (Germany) E-mail: Abstract

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    Source URL: www.karlin.mff.cuni.cz

    - Date: 2015-02-06 08:11:56
      793

      June 18, 2013 A CHARACTERIZATION OF BLASCHKE ADDITION RICHARD J. GARDNER, LUKAS PARAPATITS, AND FRANZ E. SCHUSTER Abstract. A characterization of Blaschke addition as a map between origin-symmetric convex bodies is estab

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      Source URL: faculty.wwu.edu

      - Date: 2013-06-18 10:28:37
        794

        Isogeometric Segmentation. Part I: Decomposing contractible solids without non-convex edges B. J¨uttler, M. Kapl, Qing Pan G+S Report No. 7

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        Source URL: www.gs.jku.at

        - Date: 2015-06-22 07:57:40
          795

          ORF 522 Linear Programming and Convex Analysis Interior Point Methods Marco Cuturi

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          Source URL: www.iip.ist.i.kyoto-u.ac.jp

          - Date: 2011-02-24 02:19:46
            796

            ORF 522 Linear Programming and Convex Analysis Network Flows Marco Cuturi

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            Source URL: www.iip.ist.i.kyoto-u.ac.jp

            - Date: 2011-02-24 02:19:44
              797

              858 Book Reviews ratio of two probability densities. Instead of using the log-likelihood ratio, one may use a power function or some convex function of the likelihood ratio, a generalization due to A. Renyi and I. Csisz

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              Source URL: www.math.ntnu.no

              - Date: 2007-07-18 04:03:09
                798

                ORF 522 Linear Programming and Convex Analysis The Simplex Method Marco Cuturi

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                Source URL: www.iip.ist.i.kyoto-u.ac.jp

                - Date: 2010-09-16 03:03:05
                  799

                  CONVEX OPTIMIZATION FOR TENSOR DECOMPOSITION Ryota Tomioka1 1 Department of Mathematical Informatics, The University of Tokyo, 7-3-1, Hongo, Bunkyo-ku, Tokyo, , JAPAN,

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                  Source URL: www.me.inf.kyushu-u.ac.jp

                  - Date: 2014-01-08 20:00:45
                    800

                    Links vedr foredrag om Konveksitet og økonomi Matematiklærerdag Fredag den 23.marts 2007 Konveksitet http://cepa.newschool.edu/het/essays/math/convex.ht m http://www.jstor.org/viewdi950878/95p00

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                    Source URL: math.au.dk

                    - Date: 2011-12-15 07:34:31
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