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Information Journal Paper

Title

ALGEBRAIC GENERATIONS OF SOME FUZZY POWERSET OPERATORS

Pages

  31-58

Abstract

 In this paper, let L be a COMPLETE RESIDUATED LATTICe, and let Set} denote the CATEGORY of sets and mappings, LF-Pos denote the CATEGORY of LF-posets and LF-monotone mappings, and LF-CSLat (˽), LF-CSLat (̪) denote the CATEGORY of LF-complete lattices and LF-join-preserving mappings and the CATEGORY of LF-complete lattices and LF-meet-preserving mappings, respectively. It is proved that there are ADJUNCTIONs between Set and LF-CSLat (˽), between LF-Pos and LF-CSLat (˽), and between LF-Pos and LF-CSLat (̪), that is, Set  LF-CSLat (˽), LF-Posv LF- CSLat (˽), and LF-Pos LF-CSLat (̪), And a usual mapping  ¦ generates the traditional Zadeh forward powerset operator ¦®L the fuzzy forward powerset operators ¦~®,¦~®*, ¦~*® defined by the author et al via these ADJUNCTIONs. Moreover, it is also shown that all the fuzzy powerset operators mentioned above can be generated by the underlying algebraic theories.

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  • Cite

    APA: Copy

    ZHANG, Q.Y.. (2011). ALGEBRAIC GENERATIONS OF SOME FUZZY POWERSET OPERATORS. IRANIAN JOURNAL OF FUZZY SYSTEMS, 8(5 (SPECIAL ISSUE: FUZZY MATHEMATICS)), 31-58. SID. https://sid.ir/paper/605700/en

    Vancouver: Copy

    ZHANG Q.Y.. ALGEBRAIC GENERATIONS OF SOME FUZZY POWERSET OPERATORS. IRANIAN JOURNAL OF FUZZY SYSTEMS[Internet]. 2011;8(5 (SPECIAL ISSUE: FUZZY MATHEMATICS)):31-58. Available from: https://sid.ir/paper/605700/en

    IEEE: Copy

    Q.Y. ZHANG, “ALGEBRAIC GENERATIONS OF SOME FUZZY POWERSET OPERATORS,” IRANIAN JOURNAL OF FUZZY SYSTEMS, vol. 8, no. 5 (SPECIAL ISSUE: FUZZY MATHEMATICS), pp. 31–58, 2011, [Online]. Available: https://sid.ir/paper/605700/en

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