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2017/9 - ĽÄáºÚ¹¤Òµ´óѧ£¬ºé±¤Ñ§Õߣ»2014/7- ÖÁ½ñ£¬Î÷±±¹¤Òµ´óѧ£¬º½¿ÕѧԺ£¬¸±½ÌÊÚ¡£ 1¡¢¹ú¼Ò×ÔÈ»¿Æѧ»ù½ð, NSFC**, ²»È·¶¨»·¾³Ï·ɻúµäÐͽṹ¶àάÐÔÄܵÄÖØÒªÐÔ·ÖÎö·½·¨Ñо¿, 2016/01-2018/12, ¸ºÔðÈË.2¡¢ÖÐÑë¸ßУ»ù±¾¿ÆÑÐÒµÎñ·Ñ×ÔÓÉ̽Ë÷ÀàÏîÄ¿, **ZY004, È«¾ÖºÍÇøÓò²»È·¶¨ÐÔÖØÒªÐÔ²â¶È·ÖÎöз½·¨Ñо¿, 2015/01-2016/12, ?¸ºÔðÈË.3¡¢Î÷±±¹¤Òµ´óѧ¶¥¼â²©Ê¿Ñо¿Éú½±Àø»ù½ð, DJ201301, ¿Í¹Û²»È·¶¨ÐԽṹϵͳµÄÇøÓòÁéÃô¶È·ÖÎö·½·¨Ñо¿, 2013/03-2014/03, ¸ºÔðÈË.4¡¢Î÷±±¹¤Òµ´óѧ²©Ê¿ÂÛÎÄ´´Ð»ù½ð, CX201205, Ö÷¡¢¿Í¹Û»ìºÏ²»È·¶¨ÐÔÇé¿öϽṹ¿É¿¿ÐÔ·½·¨Ñо¿, 2012/04-2014/03, ¸ºÔðÈË.5¡¢¹ú¼Ò×ÔÈ»¿Æѧ»ù½ð, NSFC**, ½á¹¹ÏµÍ³ÖÐÖ÷¡¢¿Í¹Û²»È·¶¨ÐԵĴ«²¥¼°ÖØÒªÐÔ²â¶ÈÑо¿, 2012/01-2015/12, Ö÷Òª²ÎÓëÈË.6¡¢¹ú¼Ò×ÔÈ»¿Æѧ»ù½ð, NSFC**, Ëæ»ú²»È·¶¨ÐÔϽṹϵͳÐÔÄܾö²ßµÄÇøÓòÁéÃô¶ÈÑо¿, 2015/01-2018/12, Ö÷Òª²ÎÓëÈË.7¡¢º½¿Õ¿Æѧ»ù½ð, 2011ZA53015, ¿¼ÂÇÖ÷¡¢¿Í¹Û»ìºÏ²»È·¶¨ÐԵķɻú½á¹¹¿É¿¿ÐÔÖеĹؼüÎÊÌâÑо¿,2011/10-2013/09, Ö÷Òª²ÎÓëÈË. [1]. ? ÂÀÕðÖæ, Àîè´µt, ËÎÊö·¼, ºÂÎÄÈñ. ²»È·¶¨ÐԽṹ»ú¹¹µÄÖØÒªÐÔ·ÖÎöÀíÂÛÓëÇó½â·½·¨. ±±¾©: ¿Æѧ³ö°æÉç, 45Íò×Ö, 2015 (¹ú¼Ò¿Æ¼¼²¿³ö°æ»ù½ð×ÊÖú). [2].? ?Li Luyi, Lu Zhenzhou, Wu Danqing.A new kind of sensitivity index for multivariate output. ReliabilityEngineering & System Safety, 2016, 147, 123-131 (SCI 2Çø).[3].? ?Li Luyi, Lu Zhenzhou, Chen Chao.Moment-independent importance measure of correlated input variable and itsstate dependent parameter solution. Aerospace Science and Technology,2016, 48, 281-290 (SCI 2Çø).?[4]. ??Li Luyi, Lu Zhenzhou. Importance analysis for model with mixed uncertainties.?Fuzzy Sets and Systems, 2016, in press, DOI:?10.1016/j.fss.2015.12.020?(SCI 2Çø)?.[5] ? ?Li Luyi, Lu Zhenzhou, A newalgorithm for importance analysis of the inputs with distribution parameteruncertainty. International Journal of System Science, 2015.?[6]. ? Li Luyi, Lu Zhenzhou, Cheng Lei,Wu Danqing. Importance analysis on the failure probability of the fuzzy andrandom system and its state dependent parameter solution. Fuzzy Sets andSystems, 2014, 250, 69-89. (SCI 2Çø)[7]. ? Li Luyi, Lu Zhenzhou. Intervaloptimization based line sampling method for fuzzy and random reliabilityanalysis. Applied Mathematical Modelling, 2014, 38, 3124-3135. (SCI 1Çø) [8]. ? Li Luyi, Lu Zhenzhou. A new kindof regional importance measure of the input variable and its state dependentparameter solution. Reliability Engineering & System Safety, 2014,128, 1-16. (SCI 2Çø) [9]. ? Li Luyi, Lu Zhenzhou. Importanceanalysis for models with correlated variables and its sparse grid solution. ReliabilityEngineering & System Safety, 2013,119, 207-217. (SCI 2Çø)[10]. ? Li Luyi, Lu Zhenzhou. Regionalimportance effect analysis of the input variables on failure probability. Computersand Structures, 2013, 125, 74-85. (SCI 2Çø)[11]. ? Li Luyi, Lu Zhenzhou, Haowenrui.Importance analysis for models with correlated input variables using statedependent parameters approach. Mechanical Systems and Signal Processing,2013, 41, 86-97. (SCI 2Çø)[12]. ? Li Luyi, Lu Zhenzhou. Regionalimportance effect analysis of the input variables on failure probability andits state dependent parameter estimation. Computers and Mathematics withApplication, 2013, 66, 2075-2091. (SCI 2Çø)[13]. ? Li Luyi, Lu Zhenzhou, Feng Jun,Wang Bintuan. Moment-independent importance measure of basic variable and itsstate dependent parameter solution. Structural Safety, 2012, 38, 40-47.(SCI 2Çø)[14]. ?Li Luyi, Lu Zhenzhou, Zhou Changcong. Importanceanalysis for models with correlated input variables by the state dependentparameters method. Computers and Mathematics with Application, 2011, 62:4547-4556. (SCI 2Çø)[15]. ?Li Luyi, Lu Zhenzhou, Li Wei. Importance measure system of fuzzy and randominput variables and its solution by point estimates. Science ChinaTechnological Sciences, 2011, 54, 2167-2179. (SCI 3Çø)[16]. ?Li Luyi, Lu Zhenzhou, Song Shufang. Saddlepoint approximation based linesampling method for uncertainty propagation in fuzzy and random reliabilityanalysis. Science China Technological Sciences, 2010, 53, 2252-2260.(SCI 3Çø)[17]. ?Li Luyi, Lu Zhenzhou, Li Wei. State dependent parameter method for importanceanalysis in the presence of epistemic and aleatory uncertainties. ScienceChina Technological Sciences, 2012, 55, 1608-1617. (SCI 3Çø)[18]. ?Àîè´µt, ÂÀÕðÖæ. »ù±¾±äÁ¿ÇøÓòÁéÃô¶È¼°ÆäÏ¡ÊèÍø¸ñ½â. Á¦Ñ§Ñ§±¨, 2013, 45, 568-579. (EI)[19]. ?Àîè´µt, ÂÀÕðÖæ, Àîά. Ò»ÖÖеĻù±¾Ëæ»ú±äÁ¿ÁéÃô¶ÈÖ¸±êÌåϵ. º½¿Õѧ±¨, 2012, 33, 1255-1264. (EI)[20]. ?Àîè´µt, ÂÀÕðÖæ. Ä£ºý¿É¿¿¶ÈÁ¥Êôº¯ÊýÇó½âµÄµü´úÏß³éÑù·¨. ¹¤³ÌÁ¦Ñ§, 2011, 28, 13-20. (EI)[21]. ?Zhou Changcong, Lu Zhenzhou, Li Luyi. Anew algorithm for variance based importance analysis of models with correlatedinputs. Applied Mathematical Modelling, 2013, 37, 864-875. (SCI 2Çø)[22]. ?Hao Wenrui, Lu Zhenzhou, Li Luyi. A new interpretationand validation of variance based importance measure analysis for model withcorrelated inputs. Computer Physics Communications, 2013, 184(5),1401-1413. (SCI 2Çø)[23]. ?Cheng Lei, Lu Zhenzhou, Li Luyi. Global sensitivity analysis of fuzzy distributionparameter on failure probability and its single-loop estimation. Journalof Applied Mathematics, 2014, 1-11.(SCI 4Çø)[24]. ?Cheng Lei, Lu Zhenzhou, Li Luyi. Regional importance measures based on failureprobability in the presence of epistemic and aleatory uncertainties. Journalof Mechanical Engineering Science,2014, 228(6), 1029-1047. (SCI 3Çø)[25]. ?³ÌÀÙ,ÂÀÕðÖæ,Àîè´µt. »ùÓÚʧЧ¸ÅÂÊÆ«µ¼ÊýµÄ¾Ö²¿ÓëÈ«¾Ö»ìºÏÁéÃô¶È·ÖÎö. ¹¤³ÌÁ¦Ñ§, 2013, 30(10), 272-276.(EI)[26]. ?ÈîÎıó, ÂÀÕðÖæ, Àîè´µt. ״̬Ä£ºýÇé¿öϾضÀÁ¢ÁéÃô¶È¼°Æä̬Ïà¹Ø²ÎÊý½â·¨. Î÷±±¹¤Òµ´óѧѧ±¨, 2012, 30(5), 675-680. (EI)[27]. ?Àîά, ÂÀÕðÖæ, Àîè´µt. »ìºÏ±äÁ¿Çé¿öÏ»ù±¾±äÁ¿¶Ô¿É¿¿¶ÈÈ¡ÖµÌØÕ÷µÄÓ°Ïì·ÖÎö. Î÷±±¹¤Òµ´óѧѧ±¨, 2011, 29(3), 335-339. (EI)[28]. ?ºú¼ªÏé, ÂÀÕðÖæ, Àîè´µt. »ìºÏ²»È·¶¨ÐÔ·ÖÎöÈí¼þ, 2014. 6, Öйú, 2014SR086157.[29]. ?Àî¹ó½Ü, ÂÀÕðÖæ, ÈîÎıó, Àîè´µt, Ðì¼Ñ, Èβ©. ·Ç¸ÅÂÊ¿É¿¿ÐÔÈ«¾ÖÁéÃô¶È·ÖÎöÈí¼þ, 2013. 3, Öйú, 2013SR019406.[30]. ?Ô¬ÐÞ¿ª, ÂÀÕðÖæ, Öܳ¤´Ï, Àîè´µt, ÇǺìÍþ, ÌÆÕÁ´º, ÕÔÐÂÅÊ. ½á¹¹»ú¹¹¿É¿¿ÐÔ·ÖÎö¼°ÓÅ»¯Éè¼Æƽ̨Èí¼þ, 2011.1, Öйú, 2011SR003690.

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