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⚖️ Equivalence Test (TOST)
Prove two batches / groups are "equivalent", not merely "not different" — essential for lot changes and method comparison (TOST, two one-sided tests)
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Design
Sample Data / Reference
Notes
· Equivalence is not "no difference": you first set an "acceptable equivalence interval" (±Δ or ±%), then use TOST (two one-sided t-tests) to show the mean difference falls inside it; both TOST p-values must be <α to declare "equivalent".
· 2 independent samples use Welch-Satterthwaite df; paired uses the t-test on differences; one-sample compares against the reference. The ratio mode tests on the log scale (Δ%, e.g. entering 10 means an equivalence interval of ±10%, i.e. 90%~110%; bioequivalence commonly uses ±20% or 80-125%).

About Equivalence Test (TOST) Calculator

Run a two one-sided test (TOST) to prove two methods or batches are equivalent: compare the 90% confidence interval against equivalence bounds.

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