T-norm

Results: 173



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1Optimization of Quadratic Forms and t-norm Forms on Interval Domain and Computational Complexity Milan Hlad´ık ˇ y Michal Cern´

Optimization of Quadratic Forms and t-norm Forms on Interval Domain and Computational Complexity Milan Hlad´ık ˇ y Michal Cern´

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Source URL: www.cs.utep.edu

Language: English - Date: 2018-02-17 12:27:45
    2Which t-Norm Is Most Appropriate for Bellman-Zadeh Optimization Vladik Kreinovich and Olga Kosheleva Shahnaz Shahbazova

    Which t-Norm Is Most Appropriate for Bellman-Zadeh Optimization Vladik Kreinovich and Olga Kosheleva Shahnaz Shahbazova

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    Source URL: www.cs.utep.edu

    Language: English - Date: 2018-02-14 00:28:29
      3GCIs Make Reasoning in Fuzzy DL with the Product T-norm Undecidable Franz Baader and Rafael Peñaloza Theoretical Computer Science, TU Dresden, Germany {baader,penaloza}@tcs.inf.tu-dresden.de

      GCIs Make Reasoning in Fuzzy DL with the Product T-norm Undecidable Franz Baader and Rafael Peñaloza Theoretical Computer Science, TU Dresden, Germany {baader,penaloza}@tcs.inf.tu-dresden.de

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      Source URL: ceur-ws.org

      - Date: 2011-06-26 10:20:56
        4Shankland Searches Europe for Third Norm Saturday, December 4, 2009 reported by IM Sam Shankland I’m sitting on by bed working on the computer in my hometown of El Cerrito, California and I can’t help but think I wen

        Shankland Searches Europe for Third Norm Saturday, December 4, 2009 reported by IM Sam Shankland I’m sitting on by bed working on the computer in my hometown of El Cerrito, California and I can’t help but think I wen

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        Source URL: www.calchess.org

        - Date: 2009-12-06 16:46:38
          5The Daugavet equation for operators not fixing a copy of C[0, 1] Lutz Weis and Dirk Werner Abstract. We prove the norm identity kId + T k = 1 + kT k, which is known as the Daugavet equation, for operators T on C(S) not f

          The Daugavet equation for operators not fixing a copy of C[0, 1] Lutz Weis and Dirk Werner Abstract. We prove the norm identity kId + T k = 1 + kT k, which is known as the Daugavet equation, for operators T on C(S) not f

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          Source URL: page.mi.fu-berlin.de

          - Date: 2012-11-07 06:31:05
            6Mathware & Soft ComputingOrderings of Fuzzy Sets Based on Fuzzy Orderings Part II: Generalizations Ulrich Bodenhofer Institute of Bioinformatics, Johannes Kepler University Linz

            Mathware & Soft ComputingOrderings of Fuzzy Sets Based on Fuzzy Orderings Part II: Generalizations Ulrich Bodenhofer Institute of Bioinformatics, Johannes Kepler University Linz

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            Source URL: www.bioinf.jku.at

            Language: English - Date: 2008-09-23 05:31:07
            7BOOKS ABOUT TABE ESPANOL NORMS  Cityhalllosangeles.com TABE ESPANOL NORMS

            BOOKS ABOUT TABE ESPANOL NORMS Cityhalllosangeles.com TABE ESPANOL NORMS

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            Source URL: t.cityhalllosangeles.com

            Language: English - Date: 2015-03-05 01:57:54
            8Lexicographic Composition of Fuzzy Orderings  Ulrich Bodenhofer Software Competence Center Hagenberg A-4232 Hagenberg, Austria

            Lexicographic Composition of Fuzzy Orderings Ulrich Bodenhofer Software Competence Center Hagenberg A-4232 Hagenberg, Austria

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            Source URL: www.bioinf.jku.at

            Language: English - Date: 2007-11-08 03:07:42
            9Five Frequently Fatal Freshmen Physics Fantasies Michael Courtney, Norm Althausen, and Amy Courtney Abstract: This article describes five common student misconceptions about succeeding in college-level Physics courses: t

            Five Frequently Fatal Freshmen Physics Fantasies Michael Courtney, Norm Althausen, and Amy Courtney Abstract: This article describes five common student misconceptions about succeeding in college-level Physics courses: t

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            Source URL: arxiv.org

            Language: English - Date: 2006-05-17 12:59:14
            10Graded dominance Libor Bˇehounek1 , Ulrich Bodenhofer2 , Petr Cintula1 , and Susanne Saminger-Platz3 1 Institute of Computer Science Academy of Sciences of the Czech Republic, Prague, Czech Republic {behounek|cintula}@c

            Graded dominance Libor Bˇehounek1 , Ulrich Bodenhofer2 , Petr Cintula1 , and Susanne Saminger-Platz3 1 Institute of Computer Science Academy of Sciences of the Czech Republic, Prague, Czech Republic {behounek|cintula}@c

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            Source URL: www.bioinf.jku.at

            Language: English - Date: 2008-05-06 06:51:53