RE: VPCs confidence intervals?

From: Mats Karlsson Date: March 14, 2019 technical Source: mail-archive.com
Hi Elena and Bill, I think this has been discussed before in this forum. The VPCs central metric are the prediction of data percentiles. If you focus on the difference between e.g. the 5th and 95th percentile based on the simulated data you will have a prediction interval, like Bill states. If you focus on an individual percentile, but consider the imprecision with which it is derived, often given as a shaded area, then it is like other metrics of imprecision a confidence interval. Best regards, Mats
Quoted reply history
From: [email protected] <[email protected]> On Behalf Of Bill Denney Sent: den 14 mars 2019 18:10 To: Soto, Elena <[email protected]>; [email protected] Subject: RE: [NMusers] VPCs confidence intervals? Hi Elena, VPCs are accurately called prediction intervals not confidence intervals. The difference is that a prediction interval shows what you would expect for the next individual in a study while a confidence interval shows what you would expect for the result of a statistic (often confidence intervals of a mean are shown). With many VPCs, the confidence interval of the median and the confidence interval of the 5th and 95th percentiles are shown. Also, when the lines indicate the median, 5th, and 95th percentiles of the simulations, that is the 90% prediction interval since it is the middle 90% of the data (not the 95% confidence interval). Thanks, Bill From: [email protected]<mailto:[email protected]> <[email protected]<mailto:[email protected]>> On Behalf Of Soto, Elena Sent: Thursday, March 14, 2019 12:49 PM To: [email protected]<mailto:[email protected]> Subject: [NMusers] VPCs confidence intervals? Dear all, I have a question regarding visual predictive checks (VPCs). Most of VPCs used now, include a line representing the median and 5th and 95th percentiles of the data values and an area around the same percentiles that is commonly define as the 95% confidence interval (of the simulations). But is it correct, from the statistical point of view, to call confidence interval to this area? And if this is not the case how should we define them? Thanks, Elena Soto Elena Soto, PhD Pharmacometrician Pharmacometrics, Global Clinical Pharmacology Global Product Development Pfizer R&D UK Limited, IPC 096 CT13 9NJ, Sandwich, UK Phone : +44 1304 644883 ________________________________ Unless expressly stated otherwise, this message is confidential and may be privileged. It is intended for the addressee(s) only. Access to this e-mail by anyone else is unauthorised. If you are not an addressee, any disclosure or copying of the contents of this e-mail or any action taken (or not taken) in reliance on it is unauthorised and may be unlawful. If you are not an addressee, please inform the sender immediately. Pfizer R&D UK Limited is registered in England under No. 11439437 with its registered office at Ramsgate Road, Sandwich, Kent CT13 9NJ När du har kontakt med oss på Uppsala universitet med e-post så innebär det att vi behandlar dina personuppgifter. För att läsa mer om hur vi gör det kan du läsa här: http://www.uu.se/om-uu/dataskydd-personuppgifter/ E-mailing Uppsala University means that we will process your personal data. For more information on how this is performed, please read here: http://www.uu.se/en/about-uu/data-protection-policy
Mar 14, 2019 Elena Soto VPCs confidence intervals?
Mar 14, 2019 Bill Denney RE: VPCs confidence intervals?
Mar 14, 2019 Kenneth Kowalski RE: VPCs confidence intervals?
Mar 14, 2019 Mats Karlsson RE: VPCs confidence intervals?
Mar 18, 2019 Mike K Smith RE: VPCs confidence intervals?
Mar 18, 2019 Nick Holford RE: VPCs confidence intervals?