Computer Science ›› 2014, Vol. 41 ›› Issue (10): 270-275.doi: 10.11896/j.issn.1002-137X.2014.10.057
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LIU Dong-ning,DENG Chun-guo,TENG Shao-hua and LIANG Lu
| [1] Atkinson J,Matamala J.Evolutionary Shallow Natural Lan-guage Parsing[J].Computational Intelligence,2012,28(2):156-175 [2] Elias H．The Big Data Challenge:How to Develop a Winning Strategy[J].中国制造业信息化,2012,47(14):53-55 [3] Lambek J.The Mathematics of Sentence Structure[J].The A-merican Mathematical Monthly,1958,3(65):153-169 [4] Kozak M.Cyclic Involutive Distributive Full Lambek Calculus is Decidable[J].Journal of Logic and Computation,2011,21(2):231-252 [5] 郝身刚,张丽．轻量级语义Web服务发现模型的研究[J]．计算机工程与设计,2011,32(2):450-456 [6] Surarso B,Ono H．Cut elimination in noncommutative substructurallogics[J].Reports on Mathematical Logic,1996,0:13-29 [7] Buszkowski W,Lin Zhe．Pregroup Grammars with Letter Promotions[J]．Language and Automata Theory and Applications,2010,6031:130-141 [8] 邹崇理.多模态范畴逻辑研究[J].哲学研究,2006(9):115-121 [9] 刘冬宁,汤庸,滕少华,等．基于时态数据库的极小子结构逻辑系统[J]．计算机学报,2013(8):1592-1561 [10] Bernardi,Moortgat.Continuation semantics for the Lambek-Grishin calculus[J].Information & Computation,2010,208(5):397-416 [11] 刘冬宁,汤庸,黄昌勤,等．基于时态查询语言的并发Lambek演算及范畴语法[J]．智能系统学报,2009(6):245-250 [12] Bitter C,Elizondo D A,Yang Ying-jie．Natural language processing:a prolog perspective[J].Artificial Intelligence Review,2010,33(1/2):151-173 [13] Lin Zhe．Modal Nonassociative Lambek Calculus with Assumptions:Complexity and Context-Freeness[J]．Language and Automata Theory and Applications,2010,6031:414-425 [14] Buszkowski W,Lin Zhe,Moroz K．Pregroup Grammars withLetter Promotions:Complexity and context-freeness[J]．Journal of Computer and System Science,2012,7351,78(6):1899-1909 [15] Jger G．Anaphora and Type Logical Grammar[M]．UiL OTS Working Paper,September 2001:7-110 [16] Lin Zhe．Distributive Full Nonassociative Lambek Calculus with S4-Modalities Is Context-Free[J]．Logical Aspects of Computational Linguistic,2012:161-172 |
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