Motivation
The pipeline reports null-hypothesis tests and confidence intervals. Neither supports a positive claim that two strategies perform equivalently — failing to reject is not evidence of no difference. Since comparison is a central output of the harness, it needs a test that can conclude equivalence rather than only report its absence.
Proposal
- Implement two one-sided tests (TOST) over the primary metric, per strategy pair.
- Define a smallest effect size of interest up front, anchored to something defensible — for example, the quality delta at which the added cost and latency of a more expensive strategy becomes worthwhile.
- Report TOST alongside the existing NHST result and CI in generated tables.
- Apply under both the intent-to-treat and valid-only conventions already implemented.
Done when:
Scope
- In scope: TOST implementation, SESOI definition and documentation, integration into existing table generation.
- Out of scope: Bayesian alternatives; changing the primary metric; re-running any model.
Open questions
- Is one SESOI used across all metrics, or does each metric get its own? Entity F1 and relation F1 plausibly warrant different thresholds.
- Should the SESOI be derived from the cost data — the quality gain that offsets measured cost delta — or set as a flat convention?
- Multiple-comparison correction across pairs: needed, or does it over-penalise given the pairs are not independent?
Related
- Lakens (2017), Equivalence Tests: A Practical Primer.
Motivation
The pipeline reports null-hypothesis tests and confidence intervals. Neither supports a positive claim that two strategies perform equivalently — failing to reject is not evidence of no difference. Since comparison is a central output of the harness, it needs a test that can conclude equivalence rather than only report its absence.
Proposal
Done when:
Scope
Open questions
Related