Hi,
   by following these steps you will end up with a valid estimate of 
repeatability.  The website references shows how to pool the standard 
deviations from each sample unit.  It refers to days and runs, in your case 
these just correspond to different sample units.

1. Select k-1 landmarks on a sample unit.
2. Rearrange both the sample unit and the k-1 landmark-configuration in n 
random positions (i.e. use the same translation and rotation on the sample 
unit as the landmark configuration).
3. Select the landmark of interest on the n randomly positioned instances of 
the sample unit.  Ideally this would be done without displaying the 
locations of the k-1 landmarks already selected, as these could influence 
the choice and create bias.
4. Register the k landmarks using only the k-1 landmarks.  That is, register 
the full k-configuration using only the Procrustes distances between the 
(k-1)-configurations.  The Procrustes distances between the 
(k-1)-configurations will obviously minimise to zero, because there is no 
variation in them.

The variation in the kth landmark is all due to repeatability on the sample 
unit you used.  This must be repeated for each sample unit.
The standard deviations can then be pooled for an overall estimate of 
repeatability as in:
http://www.itl.nist.gov/div898/handbook/mpc/section4/mpc441.htm

However, I do not see how you are going to estimate the biological 
variability of each landmark.  How are you going to know if the biological 
variability is greater than the repeatability?  If it is not, then that 
landmark is of no value.

Semi-landmarks are arbitrary in their initial positions along the outlines 
so I cannot see how it is possible to calculate repeatability.
    Regards,
         Ben



-----Original Message-----
From: morphmet
To: morphmet
Sent: 20/07/2005 12:50
Subject: Re: Repeatability

Lets see, take a x number of individuals, make three repeated
measurements, preferably by different people, and estimate the
proportion of the variation that is explained by individual versus all
the available variation. Either landmark by landmakr, of all at once in
a MANOVA.

For semi landmarks, no idea, never worked with those.

Good luck.

Kim

morphmet wrote:

>I was simply wondering what would be the best way, the most
appropriate
>statistical test, to evaluate the repeatability of your landmark
placement.
>
>Furthermore, would this method also work with semi-landmarks?
>
>
>Thanks
>
>Martin
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