中南大學

主要學術(shù)論文：

[1]ChunqiaoTan,W.Yi,X.Chen.HesitantfuzzyHamacheraggregationoperatorsformulticriteriadecisionmaking,AppliedSoftComputing,2015,26(1):325-349.(SCI&EI)

[2]Z.Jiang,ChunqiaoTan*,X.Chen,YingSheng,AMulti-objectiveMatchingApproachforOne-shotMulti-attributeExchangesunderAFuzzyEnvironment[J].InternationalJournalofFuzzySystems,2015,17(1):53-66.(SCI&EI)

[3]F.Meng,ChunqiaoTan,X.Chen.AnapproachtoAtanassov'sinterval-valuedintuitionisticfuzzymulti-attributedecisionmakingbasedonprospecttheory[J].InternationalJournalofComputationalIntelligenceSystems,2015,8(3):591-605.(SCI&EI)

[4]ChunqiaoTan,Z.Jiang,X.Chen,W.H.Ip.ABanzhaffunctionforfuzzygames,IEEETransactionsonFuzzySystems,22(6),2014,1489-1502.(SCI&EI)

[5]ChunqiaoTan,W.H.Ip,X.Chen.Stochasticmultiplecriteriadecisionmakingwithaspirationlevelbasedonprospectstochasticdominance,Knowledge-BasedSystems[J].2014,70(11):231-241.(SCI&EI)

[6]ChunqiaoTan,X.Chen.Dynamicsimilaritymeasuresbetweenintuitionisticfuzzysetsanditsapplication[J].InternationalJournalofFuzzySystems,2014,16(4):511-519.(SCI&EI)

[7]ChunqiaoTan,B.J.Ma,D.S.D.Wu&X.H.Chen,Multi-criteriadecisionmakingmethodsbasedoninterval-valuedintuitionisticfuzzysets[J].InternationalJournalofUncertainty,FuzzinessandKnowledge-BasedSystems,2014,22(3)475−494.(SCI&EI)

[8]F.Meng,ChunqiaoTan*,Q.Zhang.ThegeneralizedsymmetriccoalitionalBanzhafvalueformultichoicegameswithacoalitionstructure[J].JournalofSystems

ScienceandComplexity,2014,27(5):1064-1078.(SCI&EI)

[9]F.Meng,ChunqiaoTan,Q.Zhang,Anapproachtomulti-attributegroupdecisionmakingunderuncertainlinguisticenvironmentbasedontheChoquetaggregationoperators[J].JournalofIntelligent&FuzzySystems，26(2014)769–780.(SCI&EI)

[10]F.Meng,ChunqiaoTan,Q.Zhang.Someinterval-valuedintuitionisticuncertainlinguistichybridShapleyoperators[J].JournalofSystemsEngineeringandElectronics,2014,25(3):452-463.(SCI&EI)

[11]ChunqiaoTan,X.Chen.GeneralizedfuzzyShapleyfunctionsforfuzzygames,JournalofAppliedMathematics,2014,Volume2014,ArticleID327921,14pages(SCI)

[12]ChunqiaoTan,Z.Jiang,X.Chen.Someissuesonquasi-arithmeticintuitionisticfuzzyOWAoperators[J].AppliedMathematics&InformationSciences,2013,7(3):955-961.(SCI&EI)

[13]ChunqiaoTan,Z.Jiang,X.Chen.ChoquetextensionofCooperativegames[J].Asia-pacificjournalofoperationalresearch,2013,30(4):45-64.(SCI&EI)

[14]ChunqiaoTan,X.Chen.Interval-valuedintuitionisticfuzzymulti-criteriagroupdecisionmakingbasedonVIKORandChoquetintegral,JournalofAppliedMathematics,2013(2013),ArticleID656879,1-16.(SCI)

[15]F.Meng,ChunqiaoTan,Q.Zhang.Theinducedgeneralizedinterval-valuedintuitionisticfuzzyhybridShapleyaveragingoperatoranditsapplicationindecisionmaking[J].Knowledge-BasedSystems,2013,42(1):9-19.(SCI&EI)

[16]ChunqiaoTan,D.DashWu,B.Ma.Groupdecisionmakingwithlinguisticpreferencerelationswithapplicationtosupplierselection[J].ExpertSystemswith

Applications,2011,38(12)14382–14389(SCI&EI)

[17]ChunqiaoTan,X.Chen.InducedintuitionisticfuzzyChoquetintegraloperatorformulti-criteriadecisionmaking[J].InternationalJournalofIntelligentSystems,2011,26(7):659-686.(SCI&EI)

[18]ChunqiaoTan.Amulti-criteriainterval-valuedintuitionisticfuzzygroupdecisionmakingwithChoquetintegral-basedTOPSIS[J].ExpertSystemswithApplications,2011,38(4):3023–3033.(SCI&EI)

[19]ChunqiaoTan.Generalizedintuitionisticfuzzygeometricaggregationoperatoranditsapplicationtomulti-criteriagroupdecisionmaking[J].SoftComputing,2011,15(5):867-876.(SCI&EI)

[20]Z.Jiang,Z.Fan,ChunqiaoTan.Amatchingapproachforone-shotmulti-attributeexchangeswithincompleteweightinformationinE-brokerage,InternationalJournalofInnovativeComputing,InformationandControl,2011,7(5):2623-2636.(SCI&EI)

[21]C.Tan,X.Chen.IntuitionisticfuzzyChoquetintegraloperatorformulti-criteriadecisionmaking[J].ExpertSystemswithApplications,2010,37(1):149-157.(SCI&EI)

[22]ChunqiaoTan,X.Chen.InducedChoquetorderedaveragingoperatoranditsapplicationtogroupdecisionmaking,InternationalJournalofIntelligentSystems,2010,25(1):59-82.(SCI&EI)

[23]ChunqiaoTan,Q.Zhang.Somepropertiesofthevariationsofnon-additivesetfunctionsonT-tribe,FuzzySetsandSystems,2007,158(21):2394-2412.(SCI&EI)

[1]譚春橋.具有模糊聯(lián)盟值n人對策的模糊Shapley值[J].系統(tǒng)管理學報,2012,21(1):42-47.

[2]譚春橋.基于Choquet積分n人對策廣義模糊延拓方法[J].系統(tǒng)工程學報,2012,27(2):193-200.

[3]馬本江,譚春橋,陳曉紅.事前非對稱信息條件下帶免賠期的保險契約模型設(shè)計[J].系統(tǒng)工程理論與實踐,2012,32(11):2404-2410.

[4]ChunqiaoTan,HepuDeng,YuCao.AMulti-CriteriaGroupDecisionMakingProcedureUsingInterval-ValuedIntuitionisticFuzzySets[J].JournalofComputationalInformationSystems,2010,6(3):855-863.(EI檢索)

[5]譚春橋.基于Choquet延拓具有區(qū)間模糊聯(lián)盟n人對策的Shapley值[J].系統(tǒng)工程學報,2010,25(4):155-160.

[6]譚春橋,馬本江.基于語言Choquet積分算子的多屬性群決策方法[J].系統(tǒng)工程與電子技術(shù)，2010,32(11):2352-2355.(EI檢索)

[7]譚春橋,陳曉紅.基于Choquet延拓n人模糊對策Shapley值[J].管理科學學報,2010,13(2):24-32.

[8]譚春橋,張強.具有區(qū)間聯(lián)盟值n人對策的Shapley值[J].應用數(shù)學學報,2010,33(2):193-203.

[9]譚春橋.基于區(qū)間值直覺模糊集的TOPSIS多屬性決策方法[J].模糊系統(tǒng)與數(shù)學,2010,24(1):92-97.

[10]馬本江,譚春橋,陳曉紅,畢文杰,陳可.大型群體多屬性決策的目標函數(shù)線性回歸法[J].控制與決策,2010,25(4):546-550.(EI檢索)

[11]譚春橋,張強.基于偽布爾函數(shù)的n人對策模糊延拓方法[J].系統(tǒng)工程理論與實踐,2009,29(3):112-119.(EI檢索)

[12]譚春橋,陳曉紅.基于直覺模糊值Sugeno積分的多屬性群決策方法[J].北京理工大學學報,2009,29(1):85-89.(EI檢索)

[13]譚春橋,陳曉紅.基于Choquet積分n人對策模糊延拓方法研究[J].系統(tǒng)工程學報,2009,24(4):479-483.

[14]馬本江,譚春橋,陳曉紅.低賠期與保險契約——事前非對稱信息條件下傳統(tǒng)部分保險契約的一個帕累托改進[J].管理科學學報,2009,12(5):130-139.

主持和主要參與的基金項目:

[1]國家自然科學基金面上項目“非期望效用與納什均衡——基于行為決策理論視角”（71271217），主持。

[2]教育部新世紀優(yōu)秀人才支持計劃（NCET-12-0541）：基于前景理論的納什均衡及應用研究，主持。

[3]國家自然科學基金青年基金項目“基于Choquet延拓模糊合作對策Shapley值研究”(NO.70801064)，主持。已結(jié)題，后評估為優(yōu)秀。

[4]湖南省自然科學基金項目“模糊合作對策Shapley值及應用研究”(NO.11JJ3088)，主持。(已結(jié)題)

[5]國家自然科學基金國際合作重大項目，"基于行為的電子商務研究"(編號：71210003)，主要參與者。

[6]國家自然科學基金創(chuàng)新群體科學基金項目，"復雜環(huán)境下不確定性決策的理論與應用研究"(編號：70921001/G0104)，主要參與者。

[7]長江學者和創(chuàng)新團隊發(fā)展計劃支持項目，"復雜經(jīng)濟環(huán)境下不確定性問題決策理論研究"(編號：IRT0761)，主要參與者。(已結(jié)題)

[8]國家自然科學基金重點項目，"面向復雜大群體的群決策與支持平臺"(編號：70631004)，主要參與者。(已結(jié)題)

學術(shù)著作

[1]周曉光,譚春橋,張強.基于Vague集的決策理論與方法[M].科學出版社,2009.

[2]陳曉紅,譚春橋.復雜大群體決策方法及應用[M].科學出版社,2009.

[3]譚春橋,張強.合作對策理論及應用[M].科學出版社,2011.