2015
DOI: 10.4018/ijssmet.2015070103
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Application of Fuzzy Labeled Transition System to Contract Net Protocol

Abstract: For developing large dynamic systems in a rigorous manner, fuzzy labeled transition refinement tree (FLTRT for short) has been defined. This model provides a formal specification framework for designing such systems. In fact, it supports abstraction and enables fuzziness which allows a rigorous formal refinement process. The purpose of this paper is to illustrate the applicability of FLTRT for designing multi agent systems (MAS for short), among others collective and internal agent's behaviors. Therefore, Cont… Show more

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Cited by 9 publications
(2 citation statements)
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“…This work may be continued in several ways. For instance, develop concrete system by means of the proposed approach, such as designing Multi-agent Interaction Protocols [13]. Another interesting perspective concerns the coherency of behavior.…”
Section: Discussionmentioning
confidence: 99%
“…This work may be continued in several ways. For instance, develop concrete system by means of the proposed approach, such as designing Multi-agent Interaction Protocols [13]. Another interesting perspective concerns the coherency of behavior.…”
Section: Discussionmentioning
confidence: 99%
“…Afuzzysetisasetofobjectsinwhichthereisnoclear-cutorpredefinedboundarybetweentheobjects thatareorarenotmembersoftheset (Kouah,&Saïdouni(2015).Thekeyconceptbehindthisdefinition isthatof''membership'':eachelementinasetisassociatedwithavalueindicatingtowhatdegreethe elementisamemberoftheset.Thisvaluecomeswithintherange[0,1],where0and1,respectively, indicatetheminimumandmaximumdegreeofmembership,whilealltheintermediatevaluesindicate degreesof''partial ''ofmembership(Bevilacquaetal.2006).Fuzzytheoryprovidestheconceptof membershipfunctiontoaddressvariouslanguagevariables (Zadeh,1965).Afuzzysetof a isdefined bythemembershipfunction µ a x ( ) andassignstoeachelementxin a anaturalnumber µ a x ( ) of interval[1,0].Thevalueoftheµ a x ( ) functioniscalledthedegreeofmembershipofxin a (Kaufmann &Gupta,1991).Fuzzysetprocessesshouldincludeadefuzzyingprocess.Inthisresearch,inorderto defuzzyingofthefuzzynumbers,weusedthecenterofgravityandYogermethods.Fuzzynumbers arebellshaped,triangular,trapezoidal,triangularL-R,andtrapezoidalL-Rnumbers.Thepresentstudy uses triangular fuzzy. These numbers are represented by triplets of the type a a a a = ( )…”
Section: Fuzzy Logicmentioning
confidence: 99%