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基于限价指令的最优变现策略 被引量:1

Optimal liquidation strategy with limit orders
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摘要 最优变现策略是投资者指在一定时间内变现给定数量的头寸,并使其收益最大化的交易策略.以投资者最优卖价(限价单报价)高于市场实时一档买价的价差为变量,以收益最大化为目标建立随机控制模型,并采用HJB方程转换成一组常微分方程的求解,给出限价单的最优报价策略,利用蒙特卡洛模拟出限价指令策略的交易曲线.该模型同时考虑价格波动风险和未执行风险,并将买卖价差标准化后带入模型,避免了绝对价格的不同所带来的差异. This paper considered the investor ’ s liquidation behavior and studied the optimal liquidation strategy with limit orders , which maximized the expected profit under certain tol-erance of risk .Instead of focusing only on the scheduling aspect like Almgren and Chriss , linked the optimal trade -schedule to the price of the limit orders that have to be sent to the limit order book to optimally liquidate a portfolio .The passive sell order was made by the spread from the best ask price .This paper gave the optimal solution of this spread and de-scribes the corresponding trading curve by Monte -Carlo method .
作者 敖薇 刘海龙
出处 《哈尔滨商业大学学报(自然科学版)》 CAS 2014年第1期120-124,共5页 Journal of Harbin University of Commerce:Natural Sciences Edition
基金 国家自然科学基金项目(71273169)
关键词 最优变现策略 限价指令簿 随机控制模型 蒙特卡洛模拟 optimal liquidation strategy limit orders stochastic control model Monte -Carlo simulation
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  • 1BERTSIMAS D, LO A W. Optimal control of execution costs J. Journal of Financial Markets, 1998, 1 ( 1 ) : l - 50.
  • 2ALMGREN R, CHRISS N. Optimal execution of portfolio trans- actions [ J ]. Journal of Risk, 2001 (4) : 1 - 46.
  • 3OB1ZHAEYA A, WANG J. Optimal trading strategy and supply/ demand dynamics [ J ]. Journal of Financial Markets, 2013, 16 (1) : 1 -32.
  • 4ALFONSI A, FRUHT A, SCHIED A. Optimal Execution Strate- gies in Limit Order Books with General Functions [ J ]. Quantita- tive Finance, 2010, 10(2): 143-157.
  • 5GATHERAL J. No - dynamic - arbitrage and market impact [ J]. Quantitative Finance, 2010, 10 (7) : 749 - 759.
  • 6ALMGREN R, THUM C, HAUPTMANN E, et al. Direct esti- mation of equity market impact[J]. Risk, 2005(5) : 1 -25.
  • 7GUEANT O, LEHALLE C A, TAPIA J F. Optimal portfolio liq- uidation with limit orders [ J ]. SIAM Journal on Financial Mathe- matics, 2012, 30(1 ): 740-764.
  • 8BAYRAKTAR E, LUDKOVSKI M. Liquidation in limit order books with controlled intensity [ J ]. Mathematical Finance, 2012 (6) : 1 -5.

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