iteratively adjusted α [RSABE / ABEL]
Hi Yura,
since Belarus as a member of the EAEU (which in its GL closely followed the EMA’s rules for reference-scaling by Average Bioquivalence with Expanding Limits – ABEL), according “to the book” no adjustment of α is required (i.e., 90% CI of T vs. R).
However, when you suspect multiplicity issues – which might lead to an inflation of the Type I Error – you are right (Labes and Schütz1, Muñoz et al.2, Wonnemann et al.3)! Adjusting α in such a way that the consumer risk is preserved at 0.05 is provided in the open-source
package
No adjustment of α is required for PK metrics assessed by (conventional unscaled) ABE (like AUC). Adjustment for PK metrics intended for reference-scaling (like Cmax) depends on the CVwR and – to a minor degree – on the sample size. I would not recommend Bonferroni’s correction (i.e., α 0.025) because generally it is unnecessarily conservative and negatively impacts power. BTW, in rare cases (extremely high sample sizes) you would have to go below 0.025…
since Belarus as a member of the EAEU (which in its GL closely followed the EMA’s rules for reference-scaling by Average Bioquivalence with Expanding Limits – ABEL), according “to the book” no adjustment of α is required (i.e., 90% CI of T vs. R).
However, when you suspect multiplicity issues – which might lead to an inflation of the Type I Error – you are right (Labes and Schütz1, Muñoz et al.2, Wonnemann et al.3)! Adjusting α in such a way that the consumer risk is preserved at 0.05 is provided in the open-source
PowerTOST
, function scABEL.ad()
.No adjustment of α is required for PK metrics assessed by (conventional unscaled) ABE (like AUC). Adjustment for PK metrics intended for reference-scaling (like Cmax) depends on the CVwR and – to a minor degree – on the sample size. I would not recommend Bonferroni’s correction (i.e., α 0.025) because generally it is unnecessarily conservative and negatively impacts power. BTW, in rare cases (extremely high sample sizes) you would have to go below 0.025…
- Labes D, Schütz H. Inflation of Type I Error in the Evaluation of Scaled Average Bioequivalence, and a Method for its Control. Pharm Res. 2016;33(11):2805–14. doi:10.1007/s11095-016-2006-1. full-text view-only.
- Muñoz J, Alcaide D, Ocaña J. Consumer's risk in the EMA and FDA regulatory approaches for bioequivalence in highly variable drugs. Stat Med. 2016;35(12):1933–43. doi:10.1002/sim.6834.
- Wonnemann M, Frömke C, Koch A. Inflation of the Type I Error: Investigations on Regulatory Recommendations for Bioequivalence of Highly Variable Drugs. Pharm Res. 2015;32(1):135–43. doi:10.1007/s11095-014-1450-z.
—
Dif-tor heh smusma 🖖🏼 Довге життя Україна!![[image]](https://static.bebac.at/pics/Blue_and_yellow_ribbon_UA.png)
Helmut Schütz
![[image]](https://static.bebac.at/img/CC by.png)
The quality of responses received is directly proportional to the quality of the question asked. 🚮
Science Quotes
Dif-tor heh smusma 🖖🏼 Довге життя Україна!
![[image]](https://static.bebac.at/pics/Blue_and_yellow_ribbon_UA.png)
Helmut Schütz
![[image]](https://static.bebac.at/img/CC by.png)
The quality of responses received is directly proportional to the quality of the question asked. 🚮
Science Quotes
Complete thread:
- CI and alfa Yura 2016-11-23 08:50
- CI and alfa ElMaestro 2016-11-24 21:35
- CI and alfa Yura 2016-11-25 07:51
- iteratively adjusted αHelmut 2016-11-25 13:00
- iteratively adjusted α Yura 2016-11-25 19:28
- iteratively adjusted αHelmut 2016-11-25 13:00
- CI and alfa Yura 2016-11-25 07:51
- CI and alfa ElMaestro 2016-11-24 21:35