Harvey, Liu & Zhu (2016) raise the multiple-testing bar for factors—often summarised as needing much higher t-stats than 1.96. Plain-language intro. Not investment advice.
Takeaway. With a crowded factor zoo, a t-stat near 2 is often too low—Harvey–Liu–Zhu argue for a much higher multiple-testing hurdle (popularly remembered as t > 3) before celebrating a “new” factor.
…and the Cross-Section of Expected Returns (Campbell Harvey, Yan Liu, Heqing Zhu, 2016) is the scepticism classic every after-work factor notebook should keep open. (Related Hub note: harvey-liu-zhu-factor-zoo.)
Fit for learners: Sets the t>3 multiple-testing bar so you stop overfitting “new” factors in notebooks.
This Hub note is a plain-language intro. Not investment advice. Read beside Taming the Factor Zoo and Thousands of Alpha Tests.
Researchers and blogs keep mining characteristics until something clears |t|≈2. If many hypotheses were tried—including unpublished ones—false discoveries soar. Folklore single-test cutoffs mislead.
Python makes mining 50 sorts before dinner easy. This paper is the cultural seatbelt: code less greedily, validate more honestly.
Tiny evening exercise: simulate 100 independent noise “factors”; count how many clear |t|>2 by luck vs a higher hurdle like 3; write the lesson for your next real idea—learning only.
Landing: NBER w20592
Not investment advice. This Hub note is educational only. Harvey–Liu–Zhu is a methodology warning—not a buy/sell list of factors or ETFs.
Single course CTA: SoloQuant Academy’s Introduction to Python Programming—statistics makes more sense once you can simulate noise in a few dozen lines of honest code.