元标记:校准和位置大小

Michael Meyer, Illya Barziy, J. Joubert
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引用次数: 0

摘要

元标签是最近开发的一种确定交易头寸规模的工具。它涉及到应用一个二级模型来产生一个输出,这个输出可以被解释为一笔盈利交易的估计概率,然后可以用来确定头寸的大小。在确定位置大小之前,可以应用概率校准使模型的估计更接近真实的后验概率。本文研究了这些估计概率的使用,包括未校准和校准,在六个位置大小算法。本文中使用的算法包括在实践中使用的既定方法及其变体,以及一种称为s形最优位置大小的新方法。位置的大小方法进行评估和比较,使用战略指标,如夏普比率和最大收缩。结果表明,校正后的定位定尺方法的性能得到显著提高,而根据训练数据估计其函数的方法在概率校正后没有明显的优势。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Meta-Labeling: Calibration and Position Sizing
Meta-labeling is a recently developed tool for determining the position size of a trade. It involves applying a secondary model to produce an output that can be interpreted as the estimated probability of a profitable trade, which can then be used to size positions. Before sizing the position, probability calibration can be applied to bring the model’s estimates closer to true posterior probabilities. This article investigates the use of these estimated probabilities, both uncalibrated and calibrated, in six position sizing algorithms. The algorithms used in this article include established methods used in practice and variations thereon, as well as a novel method called sigmoid optimal position sizing. The position sizing methods are evaluated and compared using strategy metrics such as the Sharpe ratio and maximum drawdown. The results indicate that the performance of fixed position sizing methods is significantly improved by calibration, whereas methods that estimate their functions from the training data do not gain any significant advantage from probability calibration.
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