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Evaluation of on-line trading systems: Markov-switching vs time-varying parameter models

机译:在线交易系统评估:马尔可夫切换与时变参数模型

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摘要

Automatic trading systems, to support the decisions of investors in financial markets, are increasingly used nowadays. Such systems process data on-line and provide signals of buy and sell in correspondence of pits and peaks of the market. Real-time detection of turning points in financial time series is a challenging issue and can only be performed with sequential methods. This paper considers non-linear and non-stationary dynamic models used in statistics and econometrics, and evaluates their performance. In particular, it compares Markov switching (MS) regression and time-varying parameter (TVP) methods; the latter extend moving-average (MA) techniques which are widely used by traders. The novel approach of this paper is to select the coefficients of the detection methods by optimizing the profit objective functions of the trading activity, using statistical estimates as initial values. The paper also develops a sequential approach, based on sliding windows, to cope with the time-variability of MS coefficients. An extensive application to the daily Standard & Poor 500 index (the world's leading indicator of stock values) in the period 1999-2015, provides evidence in favor of models with a few parameters. This seems a natural consequence of the complexity of the gain maximization problem, which usually admits multiple local solutions. Directions for further research are represented by multivariate detection methods and the development of recursive algorithms for gain optimization. (C) 2016 Elsevier B.V. All rights reserved.
机译:如今,越来越多地使用自动交易系统来支持投资者在金融市场上的决策。这样的系统在线处理数据并提供与市场的高峰和高峰相对应的买卖信号。实时检测财务时间序列中的转折点是一个具有挑战性的问题,只能使用顺序方法来执行。本文考虑了统计和计量经济学中使用的非线性和非平稳动态模型,并对其性能进行了评估。特别是,它比较了马尔可夫切换(MS)回归和时变参数(TVP)方法。后者扩展了交易员广泛使用的移动平均(MA)技术。本文的新颖方法是通过使用统计估计值作为初始值来优化交易活动的利润目标函数来选择检测方法的系数。本文还开发了一种基于滑动窗口的顺序方法,以应对MS系数的时变性。在1999年至2015年期间,对标准普尔500每日指数(世界领先的股票价值指标)进行了广泛应用,提供了支持使用一些参数模型的证据。这似乎是增益最大化问题的复杂性的自然结果,该问题通常允许采用多个局部解。多元检测方法和用于增益优化的递归算法的发展代表了进一步研究的方向。 (C)2016 Elsevier B.V.保留所有权利。

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