数学论文参考文献一:
[1]孙艳蕊,张祥德.利用极小割计算随机流网络可靠度的一种算法[J],系统工程学报,2010,25(2), 284-288.
[2]孔繁甲,王光兴.基于容斥原理与不交和公式的一个计算网络可靠性方法,电子学报,1998,26(11),117-119.
[3]王芳,侯朝侦.一种计算随机流网络可靠性的新算法[J],通信学报,2004,25(1),70-77.
[4]J.A.Buzacott. Node partition formula for directed graph reliability [J], Networks,1987,17(2): 227-240.
[5]L.C.Monticone. An implementation of the Buzacott algorithm for networkglobal-reliabilityf J], IEEE Trans. Reliability, 1993,42(1): 46-49.
[6]A. Satyanarayana, J.N.Hagstrom. A new algorithm for reliability analysis of multi-terminal networks[J], IEEE Trans.Reliability, 1981,30(4): 325-334.
[7]W. C. Yeh. Search for minimal paths in modified networks, ReliabiliEngineeringand System Safety, 2002,75(3): 389-395.
数学论文参考文献二:
[1]符综斌,干强.气候突变的定义和检测方法[j].大气科学,1992,16(4): 482-492.
[2]顾震潮.天数值预报屮过去资料的使用问题[J].气象学报,1958, 29:176.
[3]顾震潮.作为初但问题的天气形势数值预报由地而天气历史演变作预报的等值性[J].气象学报,1958,29:93.
[4]黄建平,H纪范.海气锅合系统相似韵现象的研究[J].中NI科学(B),1989,9:1001.
[5]黄建平,王绍武.相似-动力模式的季节预报试验[J].国科学(B)1991,21:216.
[6]郑志海.基于可预报分量的6-15天数值天气预报业务技术研究[D].兰州:兰州大学,2010.
[7]达朝究.一个可能提高GRAPES模式业务预报能力的方案[D].兰州:兰州人学,2011.
[8]Bjerknes V. Das Problem der Wettervorhersage, betrachtet vom Standpunkte der Mechanik und der Physik. Meteorol.1904,21:1-7.
[9]封国林,鸿兴,魏凤英.区域气候自忆预测模式的计算方案及其结果m.应ni气象学报,1999,10:470.
数学论文参考文献三:
[1] 韩力群. 人工神经网络[M]. 北京: 北京邮电大学出版社, 2006, 12.
[2] J. Cao, K. Yuan, H. Li. Global Asymptotical Stability of Recurrent Neural Networks withMultiple Discrete Delays and Distributed Delays[J]. IEEE Transactions on Neural Networks, 2006,17: 1646-1651.
[3] F. Deng, M. Hua, X. Liu, et al. Robust Delay-Dependent Exponential Stability for Uncertain Time Delays[J]. Neural Networks, 2012, 29-30: 52-59.
[4] K. Yu, C.H. Lien. Stability Criteria for Uncertain Neutral Systems with Interval Time-Varying Delays[J]. Chaos, Solitons and Fractals, 2008, 38(3): 650-657.
[5] Q. Song, J. Cao. Global Robust Stability of Interval Neural Networks with Multiple Time-Varying Delays[J]. Mathematics and Computers in Simulation, 2007, 74(1): 38-46.
[6] T.X. Brown. Switched Neural Networks[M]. United States Patent, 1989, Patent Number 4873661.
[7] C.K. Ahn. Switched Exponential State Estimation of Neural Networks Based on Passivity Theory[J]. Nonlinear Dynamics, 2012, 67(1): 573-586.
数学论文参考文献四:
[1] Nobele B. The Wiener-Hopf technique(second edition)[M]. Chelsea publication company, 1988.
[2] Bastos M A, Dos Santos A F. Generalized factorization for a class of 2? 2 matrix functions with non-rational entries [J]. Appl Anal, 1992, 46: 101-127.
[3] Ablowitz M J, Fokas A S. Complex variables : introduction and applications (second edition)[M]. Cambridge university press, 2003: 579-600.
[4] Bastos M A,Karlovich YU I and Santos A F DOS. Oscillatory Riemann-Hilbert problems and the Corona theorem[J].Funct.Anal.,2003,197:347-397,2003.
[5] 利特温秋克(赵祯译). 带位移的奇异积分方程与边值问题[M].北京师范大学出版社, 1982.
[6] Li WeiFeng,Du JinYuan.Linear Conjugate Boundary Value Problems[J].Wuhan University Journal of NatureScience,2007,985-991.
[7] 杜志华, 杜金元. 单位圆周上正交多项式渐近分析的 Riemann-Hilbert 方法.数学年刊 27A(5): 701-718,2006.
[8] Guo GuoAn, Liu TaiGe. 矩阵函数分解中的奇异积分算子的性质[J]. 南京邮电大学学报(自然科学版),2012,32:118-122.
[9] 路可见. 解析函数边值问题(第二版). 武汉:武汉大学出版社, 2004.10
[10] 刘台阁, 郭国安. 矩阵函数 Wiener-Hopf 分解与相关奇异积分算子的性质. 南京邮电大学硕士论文.2013.5.28