RE: [NMusers] VPCs confidence intervals?

2019-03-18 Thread Nick Holford
019 6:13 AM To: nmusers@globomaxnm.com Subject: RE: [NMusers] VPCs confidence intervals? This is a great example of the kind of terminology debates that the ASA / ISOP Statistics and Pharmacometrics special interest group (SxP) is trying to tackle. As Mats and Bill point out, the common usage within

RE: [NMusers] VPCs confidence intervals?

2019-03-18 Thread Smith, Mike K
..@pfizer.com>> Subject: [EXTERNAL] RE: [NMusers] VPCs confidence intervals? Hi All, I know there is a lot of confusion about the distinction between a confidence interval and a prediction interval. Here is a layperson’s way of making the distinction. A confidence interval makes infe

RE: [NMusers] VPCs confidence intervals?

2019-03-14 Thread Ken Kowalski
Kowalski Subject: RE: [NMusers] VPCs confidence intervals? Hi Ken, Thanks for that good clarification! Bill From: Ken Kowalski mailto:kgkowalsk...@gmail.com> > Sent: Thursday, March 14, 2019 2:01 PM To: 'Bill Denney' mailto:wden...@humanpredictions.com> >; '

RE: [NMusers] VPCs confidence intervals?

2019-03-14 Thread Mats Karlsson
18:10 To: Soto, Elena ; nmusers@globomaxnm.com 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

RE: [NMusers] VPCs confidence intervals?

2019-03-14 Thread Ken Kowalski
lsk...@gmail.com> kgkowalsk...@gmail.com Cell:248-207-5082 From: owner-nmus...@globomaxnm.com [mailto:owner-nmus...@globomaxnm.com] On Behalf Of Bill Denney Sent: Thursday, March 14, 2019 1:10 PM To: Soto, Elena ; nmusers@globomaxnm.com Subject: RE: [NMusers] VPCs confidence int

RE: [NMusers] VPCs confidence intervals?

2019-03-14 Thread Bill Denney
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