[1] 梁芳.海上战略通道论[M].第一版.北京:时事出版社,2011. [2] 李兵.海上战略安全透视[J].人民论坛,2010,(01):36-37. [3] 邹立刚.保障我国海上通道安全研究[J].法治研究,2012,(01):77-83. [4] Ji G X. SLOC security in the asian pacific[M]. Honolulu: Asian-Pacific Center for Security Studies,2000. [5] Vijay S. India Ocean and the safety of sea lines of communication[J]. Strategic Analysis, 2001, 25(05): 689-702. [6] Mokhzani Z. The straits of malacca: the Rise of China, america’s Intentions and the dilemma of the littoral states[M]. Kuala Lumpur: Maritime Institute of Malaysia, 2005. [7] 朱顺泉.基于突变级数法的上市公司绩效综合评价研究[J].系统工程理论与实践,2002,(2):90-117. [8] 孟浩,王艳慧.基于突变评价法的研究型大学知识创新综合评价[J].运筹与管理,2008,17(3):80-87. [9] 李柏洲,苏屹.基于改进突变级数的区域科技创新能力评价研究[J].中国软科学,2012,(6):90-101. [10] Peter Y P, Mohamed A. A stochastic catastrophe model using two-fluid model parameters to investigate traffic safety on urban arterials[J]. Accident Analysis and Prevention, 2011, (43): 1113-1132. [11] 李祚泳,张国丽,党媛.推广的高维突变模型势函数及用于地下水水质评价[J].系统工程,2010,28(4):101-105. [12] 范珉,刘晓君.基于突变理论的公共场所集群事件预警分级[J].中国安全科学学报,2010,20 (2):171-175. [13] 孟凡生.我国能源消费影响因素评价研究-基于突变级数法和改进熵值法的分析[J].系统工程,2012,30(8):10-15. [14] Thom R. Structural stability and morphogenesis[M]. New York: Benjamin Press, 1972. [15] Anthony N K. Dynamic buckling of simple two-bar frames using catastrophe theory[J]. International Journal of Non-Linear Mechanics, 2002, (37): 1249-1259. [16] 陈晓红,杨立.基于突变级数法的障碍诊断模型及其在中小企业中的应用[J].系统工程理论与实践,2013,33(6):1480-1485. [17] Cheung S O, Yiu T W. Catastrophic transitions of construction contracting behavior[J].Building and Environment, 2006, 41(4): 438-447. [18] 周荣喜,李守荣,杨敏.基于Delphi-AHP和加权集值统计的高校突发事件预警评估[J].运筹与管理,2013,22(3):146-153. |