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1. ¼¸ÀàÖØҪʵ´úÊý´ØµÄµÈʽÀíÂÛµÄÍ걸ÐÔ¡¢¿É¼ÆËãÐÔ¼°ÆäÔÚÖÇÄܼÆËãÖеÄÓ¦ÓÃ, ¹ú¼Ò»ù½ð£¬58Íò£¬ÔÚÑÐ2. Ä£ºýÂß¼­Ö¤Ã÷ÂÛ¡¢Á¿´ÊÀíÂÛ¼°Ô̺­Ëã×ӵĹ¹ÔìÎÊÌâÑо¿£¬¹ú¼Ò»ù½ð£¬16Íò£¬ÒѽáÌâ3. Ä£ºýÂß¼­ÐÎʽϵͳµÄ¹¹Ôì¡¢Åж¨¼°¶¨ÀíÖ¤Ã÷Ëã·¨Ñо¿£¬¹ú¼Ò»ù½ð£¬7Íò£¬ÒѽáÌâ

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(1) San-Min Wang, Bao-Shu Wang, Guo-Jun Wang, A triangular norm-based propositional fuzzy logic, Fuzzy Sets and Systems, 136 (1)(2003)55-70.(SCI¡¢EI).

(2) San-Min Wang, Bao-Shu Wang, Guo-Jun Wang, A triangular norm-based fuzzy predicate logic£¬ Fuzzy Sets and Systems, 138 (1)(2003)177-186.(SCI¡¢EI)

(3) San-Min Wang, Bao-Shu Wang, A characterization of truth-functions in the nilpotent minimum logic£¬ Fuzzy Sets and Systems£¬145 (2)(2004)253-266.(SCI¡¢EI)

(4) San-Min Wang, Bao-Shu Wang, NML£¬A schematic extension of F.Esteva and L.Godo's Logic Fuzzy Sets and Systems£¬149 (2)(2005)285-295.(SCI¡¢EI)

(5) San-Min Wang, Bao-Shu Wang, A fuzzy logic for an ordinal sum t-norm, Fuzzy Sets and Systems£¬Systems£¬149 (2)(2005)297-307.(SCI¡¢EI)

(6) San-min Wang, Ming-yan Wang£¬Undefinability of min-conjunction in MTL£¬Fuzzy Sets and Systems£¬157 (2006) 670 ¨C 676. (SCI¡¢EI)

(7) San-Min Wang, Min-yan Wang, Disjunctive elimination rule and its application in MTL, Fuzzy Sets and Systems£¬157 (2006) 3169-3176. (SCI¡¢EI)

(8) San-Min Wang, Feng Qin, Min-yan Wang, Solutions to Cintula¡®s open problems£¬Fuzzy Sets and Systems£¬157 (2006) 2091-2099. (SCI¡¢EI)

(9) San-Min Wang, Bin Zhao, Prenex normal form in linguistic quantifiers modeled by Sugeno integrals, Fuzzy Sets and Systems,159(13) (2008) 1719-1723. (SCI¡¢EI)

(10) San-Min Wang, P.Cintula, Logics with disjunction and proof by cases, Archive for Mathematical Logic£¬47(5)( 2008)435-446. (SCI)

(11) San-Min Wang, A fuzzy logic for the revised drastic product t-norm, Soft Computing, 11 (2007)585-590. (SCI)

(12) San-Min Wang, A logical framework for fuzzy quantifiers Part I: Basic properties, Advances in Soft Computing. 42(2007)602-611. (ISTP)

(13) San-Min Wang, How to Construct Formal Systems for Fuzzy Logics, Advances in Soft Computing. 42(2007)593-601. (ISTP)

(14) ÍõÈýÃñ, ±´Ò¶Ë¹ÍøÂçÔÚÕ½Êõ̬ÊÆÆÀ¹ÀÖеÄÓ¦ÓÃ, ϵͳ¹¤³ÌÓëµç×Ó¼¼Êõ, 26(11)(2004) 1620-1623. (EI).

(15) ÍõÈýÃñ, Ä£ºýÂß¼­L*ºÍNMµÄ¹«ÀíϵͳµÄ¼ò»¯, Ä£ºýϵͳÓëÊýѧ, 20(2)(2006) 18-22. (CSCD)

(16) San-Min Wang, A partially ordered algebra related with BCI-logic, Journal of fuzzy systems and mathematics, Ä£ºýϵͳÓëÊýѧ, 21(3)( 2007)60-65. (CSCD)

(17) ÍõÈýÃñ, ÕÔ±ò, LPiÊÇSchweizer-Sklar²ÎÊý»¯Èý½ÇÄ£¼°ÆäÊ£ÓàËã×ÓµÄÂß¼­, Ä£ºýϵͳÓëÊýѧ, 22(6)( 2008)5-20. (CSCD)

(18) San-Min Wang, NM1/2, a Fuzzy logic for an ordinal sum T-norm, IFSA2005, Vol1(2005)99-104.

(19) Bin Zhao, San-Min Wang, Solutions to two problems of G.J.Wang, Science in China (Series A), 44(7)(2001). (SCI)

(20) Wang San-min, Zhao Bin, HpsUL is not the logic of pseudo-uninorms and their residua, Logic Journal of the IGPL, 17(4):413¨C419, 2009. (SCI)

(21)San-Min Wang, Dao-Wu Pei, On an axiomatic system for the logic of linearly ordered BCI-matrices, Archive for Mathematical Logic£¬51(3-4)( 2012)285-297. (SCI)

(22) San-Min Wang, Uninorm logic with the n-potency axiom, Fuzzy Sets and Systems, 205 (2012) 116-126. (SCI¡¢EI)

(23) San-Min Wang, Involutive uninorm logic with the n-potency axiom, Fuzzy Sets and Systems, 218 (2013) 1-23. (SCI¡¢EI)

(24)San-Min Wang, Logics for residuated pseudo-uninorms and their residua, Fuzzy Sets and Systems, 218 (2013) 24-31. (SCI¡¢EI)

(25) San-Min Wang, The Finite Model Property for Semilinear Substructural Logics, Math. Log. Quart. 59, No. 4-5, 268-273 (2013) (SCI)