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A Novel Dynamic Data-Driven Algorithmic Trading Strategy Using Joint Forecasts of Volatility and Stock Price

机译:一种基于波动率和股价联合预测的新型动态数据驱动算法交易策略

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Volatility forecasts and stock price forecasts play major roles in algorithmic trading. In this paper, joint forecasts of volatility and stock price are first obtained and then applied to algorithmic trading. Interval forecasts of stock prices are constructed using generalized double exponential smoothing (GDES) for stock price forecasts and data-driven exponentially weighted moving average (DD-EWMA) for volatility forecasts. Multi-stepahead interval forecasts for nonstationary stock price series are obtained. As an application, one-step-ahead interval forecasts are used to propose a novel dynamic data-driven algorithmic trading strategy. Commonly used simple moving average (SMA) crossover trading strategy and Bollinger bands trading strategy depend on unknown parameters (moving average window sizes) and the window sizes are usually chosen in an ad hoc fashion. However the proposed trading strategy does not depend on the window size, and is data-driven in the sense that the optimal smoothing constants of GDES and DD-EWMA are chosen from the data. In the proposed trading strategy, a training sample is used to tune the parameters: smoothing constant for GDES price forecasts, smoothing constant for DD-EWMA volatility forecasts, and the tuning parameter which maximizes Sharpe ratio (SR). A test sample is then used to compute cumulative profits to measure the out-of-sample trading performance using optimal tuning parameters. An empirical application on a set of widely traded stock indices shows that the proposed GDES interval forecast trading strategy is able to significantly outperform SMA and the buy and hold strategies for the majority of stock indices.
机译:波动率预测和股价预测在算法交易中起着重要作用。在本文中,首先获得了波动率和股价的联合预测,然后将其应用于算法交易。使用广义双指数平滑(GDES)进行股票价格预测,并使用数据驱动的指数加权移动平均线(DD-EWMA)进行波动率预测,来构建股票价格的区间预测。获得了非平稳股票价格序列的多步间隔预测。作为一种应用,提前间隔预测被用来提出一种新颖的动态数据驱动算法交易策略。常用的简单移动平均(SMA)交叉交易策略和布林带交易策略取决于未知参数(移动平均窗口大小),并且通常以临时方式选择窗口大小。但是,建议的交易策略不取决于窗口大小,而是从数据中选择GDES和DD-EWMA的最佳平滑常数的意义上说,是数据驱动的。在建议的交易策略中,使用训练样本来调整参数:GDES价格预测的平滑常数,DD-EWMA波动率预测的平滑常数以及最大化Sharpe比率(SR)的调整参数。然后使用测试样本来计算累积利润,以使用最佳调整参数来衡量样本外交易表现。在一组广泛交易的股票指数上的经验应用表明,建议的GDES区间预测交易策略能够大大优于SMA和大多数股票指数的买入和持有策略。

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