An Incremental Algorithm for Estimating Extreme Quantiles

A. Joseph, S. Bhatnagar
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Abstract

Extreme quantile is a very influential and powerful performance measure in high risk environments like financial markets, targeted advertising and high frequency trading. Extreme quantiles are defined as the threshold in the range of the performance values of the system being monitored beyond which the probability is extremely low. Unfortunately, the estimation of extreme quantiles is usually accompanied by high variance. We provide an incremental, single pass and adaptive variance reduction technique to estimate extreme quantiles. We further provide additional theoretical and empirical analysis pertaining to the effectiveness of our approach. Our experiments show considerable performance improvement over other widely popular algorithms.
一种估计极端分位数的增量算法
在金融市场、定向广告和高频交易等高风险环境中,极端分位数是一种非常有影响力和强大的绩效衡量指标。极端分位数被定义为被监视系统的性能值范围内的阈值,超过该阈值,概率极低。不幸的是,极端分位数的估计通常伴随着高方差。我们提供了一种增量、单次传递和自适应方差减少技术来估计极端分位数。我们进一步提供关于我们方法有效性的额外理论和实证分析。我们的实验表明,与其他广泛流行的算法相比,我们的性能有了相当大的提高。
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