On the Boundary of Admission Gates: An Injected-Truth Study of Falsification-First Selection in Quantitative Strategy Research
cs.AI, cs.CE
Submitted: 2026-10-06
Updated: 2026-10-06
Comments: 12 pages, 3 figures, 7 tables. Code and data to reproduce every result: https://github.com/simplify23/quant-trading-agent
Code: https://github.com/simplify23/quant-trading-agent
License: http://creativecommons.org/licenses/by/4.0/
The gist: Strategy research conflates two problems: finding a profitable rule, and establishing that the finding is not search luck.
Abstract
Strategy research conflates two problems: finding a profitable rule, and establishing that the finding is not search luck. The latter calls for admission gates -- statistical criteria that must be satisfied before a conclusion is adopted -- yet whether gates work, and at what cost, remains untested. We introduce an injected-truth protocol with a random-admission control that adopts at the same rate as the gate; only if the gate beats this control does it carry information rather than merely raise a threshold. Across synthetic and real-calibrated panels, gates eliminate false discoveries in the weak-signal regime but cut adoption to 1--7%, and add nothing when signals are strong. Most importantly, criteria computed on absolute rather than excess returns silently reject every candidate, including true signals. Keywords: multiple testing, backtest overfitting, strategy admission, injected-truth validation, excess returns, false discovery rate
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