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A moment-free estimator of the Sharpe (signal-to-noise) ratio.

Project Description

Description

This package implements a moment-free estimator of the Sharpe (signal-to-noise) ratio. The algorithm does not require the computation of any moments by estimating the Sharpe ratio based on the cumulative sum of (i.i.d.) increments or returns. This algorithm is much more precise (efficient) when increments are heavy-tailed.

The estimator computes the difference between the drawdown and drawup durations. First, the cumulative sum of x (e.g. prices) is computed, then the total drawdown and drawup durations are computed. Precision is improved by averaging the estimator on several random permutations of x.

Author & Maintainer: Amir Sani

Reference

Challet, Damien. “Sharper asset ranking from total drawdown durations.” arXiv preprint arXiv:1505.01333 (2015).

Bibtex

@article{challet2015sharper, title={Sharper asset ranking from total drawdown durations}, author={Challet, Damien}, journal={arXiv preprint arXiv:1505.01333}, year={2015} }

Copywrite Amir Sani 2017

Release History

Release History

This version
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0.3

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0.2

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0.1.0

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0.1

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sharpeRratio-0.3.tar.gz (2.7 kB) Copy SHA256 Checksum SHA256 Source Feb 2, 2017

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