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Information Journal Paper

Title

GENERAL COMPLEX FUZZY TRANSFORMATION SEMIGROUPS IN AUTOMATA

Pages

  127-137

Abstract

 In this paper, we define the concepts of a complex fuzzy subset and a complex fuzzy finite state automaton. Then we extend the notion of a complex fuzzy finite state automaton and introduce the notion of a general complex fuzzy automaton. After that we define the concept of a max- min general complex fuzzy automaton and construct some EQUIVALENCE RELATIONs and some CONGRUENCE RELATIONs in a max-min general complex fuzzy automaton and obtain different types of monoids in a max-min general complex fuzzy automaton and define a homomorphism between them. Then we define the concepts of a general complex fuzzy transformation semi- group, a faithful general complex fuzzy transformation SEMIGROUP and a faithful general complex fuzzy transformation SEMIGROUP associated with a max-min general complex fuzzy automaton. Then we derive relationships between a max-min general complex fuzzy automaton and a general complex fuzzy transformation SEMIGROUP.

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    Cite

    APA: Copy

    HORRY, MOHAMMAD. (2016). GENERAL COMPLEX FUZZY TRANSFORMATION SEMIGROUPS IN AUTOMATA. JOURNAL OF ADVANCES IN COMPUTER RESEARCH, 7(2 (24)), 127-137. SID. https://sid.ir/paper/328832/en

    Vancouver: Copy

    HORRY MOHAMMAD. GENERAL COMPLEX FUZZY TRANSFORMATION SEMIGROUPS IN AUTOMATA. JOURNAL OF ADVANCES IN COMPUTER RESEARCH[Internet]. 2016;7(2 (24)):127-137. Available from: https://sid.ir/paper/328832/en

    IEEE: Copy

    MOHAMMAD HORRY, “GENERAL COMPLEX FUZZY TRANSFORMATION SEMIGROUPS IN AUTOMATA,” JOURNAL OF ADVANCES IN COMPUTER RESEARCH, vol. 7, no. 2 (24), pp. 127–137, 2016, [Online]. Available: https://sid.ir/paper/328832/en

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