Re: Normal distribution of ratio of means
- From: Jack Tomsky <jtomsky@xxxxxxxxxxxxx>
- Date: Tue, 01 Nov 2005 19:35:38 EST
> Hello all:
>
> Assuming we have (the estimates of) two means, each
> calculated from the
> same sample. Is the ratio of these two means normally
> distributed (so
> that one can determine the 99%-confidence intervall
> in the following
> way: ratio +/- (2.58 multiplied by the standard error
> of the ratio))?
>
> Thanks,
>
> Fritz
There's an exact result for the confidence interval of the ratio of two means from a bivariate normal, even in the presence of correlation. It's called Fieller's Theorem.
Jack
.
- Follow-Ups:
- Re: Normal distribution of ratio of means
- From: fritzmueller7
- Re: Normal distribution of ratio of means
- Prev by Date: Re: An online text for statistics?
- Next by Date: Re: Normal distribution of ratio of means
- Previous by thread: An online text for statistics?
- Next by thread: Re: Normal distribution of ratio of means
- Index(es):
Relevant Pages
|