一般模糊矩陣傳遞閉包的計算、簡化與應(yīng)用.pdf

1、中國海洋大學(xué)碩士學(xué)位論文一般模糊矩陣傳遞閉包的計算、簡化與應(yīng)用姓名：趙峰申請學(xué)位級別：碩士專業(yè)：應(yīng)用數(shù)學(xué)指導(dǎo)教師：劉文斌2003.6.1Thecalculation，simplificationandapplicationofthetransitiveclosureofthegeneralfuzzymatrixAbstl。actThispal)misattributedtotheresesrehofthetheolYandapl)lic

2、alionoffozzymatrices，aimingnt，tilecalculation，siml)liticati(mandapl)licati1ofthetransi，iveclosureIJftilegeneral(notsimilar)fuzzyhi3[ricesWefirstdefiuethelnaxJutumroadjflthenetall(iindicatethatitSsttongisequaltotiledement

3、oftiletransitiveclosureofafuzzymatrixItisallex、_resultttJapplythetransitiveclosureofthegeneralfuzz)，matrixintonetanalysisDuetotilewideUSeofnetgila1ysis，thisresultisof“IeatvalueWetransfcrmtheca]cnlationol’thetr；msilhreclo

4、smeofthegell(ralfitzzymatiixintothatofthereflexivefllzzynatrix，V。hidlg、esusagradualsquarealgorithmtoca]culatethetransitiveclosureofthegeneialhlzzymatrixThisalgolithmgreaOyreducesthecalculationofOletransitiveclosure，SOiti

5、spossibleforUStoapplytiletransitiveclosuretheoryofthegeneralfuzzymatrixintotiletechniquesofthecolnputerandinformationMoreover，wepaymucheffortOilsimplifyingthetransitiveclosure’SexpressionbyitssequencepowersWelessenthenum

6、berofthesequencepowersbydefiningthedistanceandtheanalogyrankoftilefuzzymatrixFurthernmre，weconstructthreetypicalfuzzymatriceswhichgivesusasufficientandnecessaryconditionforsimplifyiugthetransitiveclosure’Sexpression，andp