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What is Deflated Sharpe Ratio (DSR)?

A Sharpe ratio adjusted for the number of trials, the spread of their results, non-normal returns and test length; roughly, the probability that the true Sharpe is above zero. Developed by Bailey and López de Prado.

In context

Deflated Sharpe Ratio (DSR). Developed by David Bailey and Marcos López de Prado. It compares the Sharpe ratio you observed with the highest Sharpe ratio you would expect to see by luck alone, given how many trials you ran, how spread out their results were, how skewed and fat-tailed the returns are, and how long the test period was. Its output is, roughly, the probability that the true Sharpe is above zero after all these corrections. A strategy that looks impressive after one trial can look ordinary after 300.

From Chapter 12: Honest Research: Testing Ideas Without Fooling Yourself

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