Fagin R,Halpern J Y,Megiddo N. A Logic for Reasoning about Probabilities. Information and Computation,1990,87(1/2): 78-128
[2]
Adam E W. A Primer of Probability Logic. Stanford,USA: CSLI Publications,1998
[3]
Mundici D. Averaging the Truth-Value in ukasiewicz Logic. Studia Logica,1995,55(1): 113-127
[4]
Flaminio T,Godo L. A Logic for Reasoning about the Probability of Fuzzy Events. Fuzzy Sets and Systems,2007,158(6): 625-638
[5]
Dubois D,Prade H. Possibilistic Logic: A Retrospective and Prospective View. Fuzzy Sets and Systems,2004,144(1): 3-23
[6]
Kroupa T. Extension of Belief Functions to Infinite-Valued Events. Soft Computing,2012,16(11): 1851-1861
[7]
Li Xiang,Liu Baoding. Foundation of Credibilistic Logic. Fuzzy Optimization and Decision Making,2009,8(1): 91-102
[8]
Zhou Chunlai. Probability Logic of Finitely Additive Beliefs. Journal of Logic,Language and Information,2010,19(3): 247-282
[9]
Wang Guojun,Fu Li,Song Jianshe. Theory of Truth Degrees of Propositions in Two-Valued Logic. Science in China: Series A,2002,45(9): 1106-1116
[10]
Wang Guojun,Wang Wei. Logic Metric Spaces. Acta Mathematica Sinica,2001,44(1): 159-168 (in Chinese)(王国俊,王 伟.逻辑度量空间.数学学报,2001,44(1): 159-168)
[11]
Li Bijing,Wang Guojun. Theory of Truth Degrees of Formulas in ukasiewicz n-Valued Propositional Logic and a Limit Theorem. Science in China: Series F,2005,48(6): 727-736
[12]
Wang Guojun,Leung Y. Integrated Semantics and Logic Metric Spaces. Fuzzy Sets and Systems,2003,136(1): 71-91
[13]
Wang Guojun. Quantitative Logic (I). Chinese Journal of Engineering Mathematics,2006,23(2): 191-215 (in Chinese)(王国俊.计量逻辑学(I).工程数学学报,2006,23(2): 191-215)
[14]
Wang Guojun,Zhou Hongjun. Quantitative Logic. Information Sciences,2009,179 (3): 226-247
[15]
Zhou Hongjun,Wang Guojun. Borel Probabilistic and Quantitative Logic. Science China: Series F,2011,54(9): 1843-1854
[16]
Zhou Hongjun. Theory of Borel Probability Truth Degrees of Propositions in ukasiewicz Propositional Logic and a Limit Theorem. Journal of Software,2012,23(9): 2235-2247 (in Chinese)(周红军.ukasiewicz命题逻辑中命题的Borel概率真度理论和极限定理.软件学报,2012,23(9): 2235-2247)
[17]
Zhou Hongjun. Probabilistically Quantitative Logic.Xian,China: Shaanxi Normal University General Publishing House Co.Ltd,2009 (in Chinese)(周红军.概率计量逻辑.西安:陕西师范大学出版总社有限公司,2009)
[18]
Wang Guojun,Song Jianshe. Graded Method in Propositional Logic. Acta Electronica Sinica,2006,34(2): 252-257 (in Chinese)(王国俊,宋建社.命题逻辑中的程度化方法.电子学报,2006,34(2): 252-257)
[19]
Li Jun,Wang Guojun. Theory of Truth Degrees of Propositions in the Logic System L*n. Science in China: Series F,2006,49(4): 471-483
[20]
Han Banghe,Wang Guojun. The Conditional Truth Degree of Formulas in Classical Propositional Logic.Fuzzy Systems and Mathematics,2007,21(4): 9-15 (in Chinese)(韩邦合,王国俊.二值逻辑中命题的条件真度理论.模糊系统与数学,2007,21(4): 9-15)
[21]
Wang Guojun,Hui Xiaojing. Randomization of Classical Inference Patterns and Its Application. Science in China: Series F,2007,50(6): 867-877
[22]
Wu Hongbo. The Generalized Truth Degree of Quantitative Logic in the Logic System L*n (n-Valued NM-Logic System). Computers Mathematics with Applications,2010,59(8): 2587-2596
[23]
Zhang Dongxiao,Li Lifeng. Syntactic Graded Method of Two-Valued Propositional Logic Formulas. Acta Electronica Sinica,2008,36(2): 325-330 (in Chinese)(张东晓,李立峰.二值命题逻辑公式的语构程度化方法.电子学报,2008,36(2): 325-330)
[24]
Liu Huawen,Wang Guojun,Zhang Chengyi. Approximate Reasoning in Several Logic Systems. Journal of Shandong University: Natural Science,2007,42(7): 1-6 (in Chinese)(刘华文,王国俊,张诚一.几种逻辑系统中的近似推理理论. 山东大学学报:理学版,2007,42(7): 1-6)
[25]
Zhou Xiangnan,Wang Guojun. Consistency Degrees of Theories in Some Systems of Propositional Fuzzy Logic. Fuzzy Sets and Systems,2005,152(2): 321-331
[26]
Ma Lina,Wang Guojun. Formalized Theory of α-Triple I Solutions for Problems of Generalized Modus Ponens. Journal of Shaanxi Normal University: Natural Science Edition,2011,39(2): 13-16,22 (in Chinese)(马丽娜,王国俊.广义MP问题的α-三I解的形式化理论.陕西师范大学学报:自然科学版,2011,39(2): 13-16,22)
[27]
Zhou Hongjun,Wang Guojun. Generalized Consistency Degrees of Theories in Several Standard Complete Logic Systems. Fuzzy Sets and Systems,2006,157(15): 2058-2073
[28]
Zhou Hongjun,Wang Guojun,Zhou Wei. Consistency Degrees of Theories and Methods of Graded Reasoning in n-Valued R0-Logic. International Journal of Approximate Reasoning,2006,43(2): 117-132
[29]
Wang Guojun. A Unified Integrated Method for Evaluating Goodness of Propositions in Several Propositional Logic Systems and Its Applications. Chinese Journal of Electronics,2012,21(2): 195-201
[30]
Li Bijing,Wang Guojun. Logic Pseudo-Metric Spaces of Regular Implication Operators. Acta Electronica Sinica,2010,38 (3): 497-502 (in Chinese)(李璧镜,王国俊.正则蕴涵算子所对应的逻辑伪度量空间.电子学报,2010,38 (3): 497-502)
[31]
Hu Mingdi,Wang Guojun. Distribution of the Symmetrical Logic Formulas in the Classical Logic Metric Space. Acta Electronica Sinica,2011,39(2): 419-423 (in Chinese)(胡明娣,王国俊.对称逻辑公式在经典逻辑度量空间中的分布.电子学报,2011,39(2): 419-423)
[32]
Zhou Hongjun,Wang Guojun. Characterizations of Maximal Consistent Theories in the Formal Deductive System L*(NM-Logic) and Cantor Space. Fuzzy Sets and Systems,2007,158(23): 2591-2604
[33]
Zhou Hongjun. Topological Characterizations of Maximally Consistent Theories in the Formal Deductive System L*. Acta Electronica Sinica,2011,39(12): 2895-2899 (in Chinese)(周红军. 形式系统L*中极大相容逻辑理论的拓扑刻画. 电子学报,2011,39(12): 2895-2899)
[34]
Liu Lianzhen. States on Finite Monoidal t-norm Based Algebras. Information Sciences,2011,181(7): 1369-1383
[35]
Zhou Hongjun,Zhao Bin. Generalized Bosbach and Riean States Based on Relative Negations in Residuated Lattices. Fuzzy Sets and Systems,2012,187(1): 33-57
[36]
Hájek P,Godo L,Esteva F. Fuzzy Logic and Probability // Proc of the 11th Conference on Uncertainty in Artificial Intelligence.Montreal,Canada,1995: 237-244
[37]
Godo L,Esteva F,Hájek P. Reasoning about Probability Using Fuzzy Logic. Neural Network World,2005,10(5): 811-824
[38]
Hájek P. Complexity of Fuzzy Probability Logics II. Fuzzy Sets and Systems,2007,158(23): 2605-2611
[39]
Wang Guojun,Zhou Hongjun. Introduction to Mathematical Logic and Resolution Principle. Beijing,China: Science Press,2009
[40]
Gottwald S. A Treatise on Many-Valued Logics. Baldock,France: Research Studies Press,2001