2[7]Davis M H A, Norman A R. Portfolio selection with transaction costs[J]. Mathematics of Operations Research, 1990, 15(4):676-713.
3[8]Morton A J, Pliska S R. Optimal portfolio management with fixed transaction costs[J]. Mathematical Finance, 1995,5(4):337-356.
4[9]Shreve S E, Soner H M. Optimal investment and consumption with transaction costs[J].Annals of Applied Probability, 1994,4(3):609-692.
5[10]Akian M, Sequier P, and Sulem A. A finite horizon multidimensional portfolio selection problem with singular Transaction costs [C]. Proceedings of the 34th Conference on Decision and Control, 1995, 2193-2198.
6[11]Eastham J E, Hasting K J. Optimal impulse control of portfolios [J]. Mathematics of Operations Research, 1988,13(4):588-605.
7[12]Korn R. Portfolio optimization with strictly positive transaction costs [R]. Berichte zur Stochastik 94-1, Johannes Gutenberg-Universitat Mainz, 1994.
8[13]Korn R. Optimal portfolios: stochastic models for optimal investment and risk management in continuous time[M]. Singapore: World Scientific Publsihing Co. Pte. Ltd., 1997.
9[14]Atkinson C, Wilmott P. Portfolio management with transaction costs: an asymptotic analysis of the morton and pliska model[J]. Mathematical Finance, 1995,5(4):357-367.
10[15]Boudoukh J, Whitelaw R. The benchmark effect in the Japanese government bood market[J]. Journal of Fixed Income September, 1991,52-59.
5Jarrow, Robert A., Hogan, Steve, Teo, Melvyn and Warachka, Mitch, Testing Market Efficiency Using Statistical Arbitrage with Applications to Momentum and Value Strategies, April 15, 2003.
6Khandani, Amir E. and Lo, Andrew W. , What Happened to the Quants in August 2007 ? [ R ] November 4, 2007.
7Nath, Purnendu, High Frequency Pairs Trading whh U. S. Treasury Securities: Risks and Rewards for Hedge Funds, [ R] November 2003.
8宋曦.套利新思路一统计套利研究系列[R].联合证券,2007.
9张雷,刘洋,张爱玲.融资融券下基于"股票对"的统计套利策略[R].齐鲁证券,2010.
10Avellaneda, Marco and Lee, Jeong- Hyun, Statistical Arbitrage in the U. S. Equities Market , July 11, 2008.