Isabella

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911|5 mag.art isabella pinu darwingassevienna ° austria mobil +email

1|5 mag.art isabella pinu darwingassevienna ° austria mobil +email

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Source URL: www.isabellapinu.com

Language: German - Date: 2013-03-17 09:56:04
    92BIPARTITE RIGIDITY GIL KALAI, ERAN NEVO, AND ISABELLA NOVIK Abstract. We develop a bipartite rigidity theory for bipartite graphs parallel to the classical rigidity theory for general graphs, and define for two positive

    BIPARTITE RIGIDITY GIL KALAI, ERAN NEVO, AND ISABELLA NOVIK Abstract. We develop a bipartite rigidity theory for bipartite graphs parallel to the classical rigidity theory for general graphs, and define for two positive

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    Source URL: www.math.washington.edu

    Language: English - Date: 2014-07-19 20:08:42
      93CIRN Prato Community Informatics ConferenceRefereed Paper  Inbound and Outbound Information and Communication Flows: Perspectives from Community Multimedia Centres in Mozambique. Sara Vannini, Isabella Rega

      CIRN Prato Community Informatics ConferenceRefereed Paper Inbound and Outbound Information and Communication Flows: Perspectives from Community Multimedia Centres in Mozambique. Sara Vannini, Isabella Rega

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      Source URL: www.ccnr.infotech.monash.edu.au

      Language: English - Date: 2013-02-19 00:17:37
        94Kultur  Kunst Wie heisst eigentlich Ihre Grossmutter? Die Zürcher Künstlerin Cordula Huber begibt si Suche nach dem weiblichen Erbe VON ISABELLA SEEMAN N

        Kultur Kunst Wie heisst eigentlich Ihre Grossmutter? Die Zürcher Künstlerin Cordula Huber begibt si Suche nach dem weiblichen Erbe VON ISABELLA SEEMAN N

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        Source URL: www.cordulavonmartha.com

        Language: German - Date: 2013-06-24 14:09:35
          95HOW NEIGHBORLY CAN A CENTRALLY SYMMETRIC POLYTOPE BE? NATHAN LINIAL AND ISABELLA NOVIK Abstract. We show that there exist k-neighborly centrally symmetric ddimensional polytopes with 2(n + d) vertices, where „

          HOW NEIGHBORLY CAN A CENTRALLY SYMMETRIC POLYTOPE BE? NATHAN LINIAL AND ISABELLA NOVIK Abstract. We show that there exist k-neighborly centrally symmetric ddimensional polytopes with 2(n + d) vertices, where „

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          Source URL: www.math.washington.edu

          Language: English
            96Face enumeration on simplicial complexes Steven Klee and Isabella Novik 1 Introduction Let M be a closed triangulable manifold, and let ∆ be a triangulation of M. What is the smallest number of vertices that ∆ can ha

            Face enumeration on simplicial complexes Steven Klee and Isabella Novik 1 Introduction Let M be a closed triangulable manifold, and let ∆ be a triangulation of M. What is the smallest number of vertices that ∆ can ha

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            Source URL: www.math.washington.edu

            Language: English - Date: 2015-06-01 12:04:58
              97Staatssekretariat für Bildung, Forschung und Innovation SBFI Abteilung Hochschulen Isabella Brunelli EinsteinstrasseBern

              Staatssekretariat für Bildung, Forschung und Innovation SBFI Abteilung Hochschulen Isabella Brunelli EinsteinstrasseBern

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              Source URL: savoirsocial.ch

              Language: German - Date: 2016-06-14 05:37:52
                98Face numbers of manifolds with boundary Satoshi Murai∗ Isabella Novik†  Department of Pure and Applied Mathematics

                Face numbers of manifolds with boundary Satoshi Murai∗ Isabella Novik† Department of Pure and Applied Mathematics

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                Source URL: www.math.washington.edu

                Language: English - Date: 2016-04-14 10:48:14
                  99Digital Tourist Gaze and Mega Events Alessandro Inversinia, Manuela De Carlob and Isabella Regaa a Bournemouth University, UK {ainversini, irega}@bournemouth.ac.uk

                  Digital Tourist Gaze and Mega Events Alessandro Inversinia, Manuela De Carlob and Isabella Regaa a Bournemouth University, UK {ainversini, irega}@bournemouth.ac.uk

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                  Source URL: 3ws1wk1wkqsk36zmd6ocne81.wpengine.netdna-cdn.com

                  Language: English - Date: 2016-01-18 22:43:39
                    100Für den Fotografen haben Isabella und die anderen Mädchen extra ihre Kostüme angezogen. Die Röcke schwingen hin und her: Salsa ist ein schneller Tanz. Ihre Schritte setzen die Mädchen genau im Takt der Musik, die au

                    Für den Fotografen haben Isabella und die anderen Mädchen extra ihre Kostüme angezogen. Die Röcke schwingen hin und her: Salsa ist ein schneller Tanz. Ihre Schritte setzen die Mädchen genau im Takt der Musik, die au

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                    Source URL: leo.zeitverlag.de

                    - Date: 2016-04-28 08:45:02