Hi all,
I just stumbled across this discussion a bit too late, so I am joining
the party after everybody has left.
> If the semilandmarks slide a lot relative to the local curvature, they
> get off the curve. Of course, they can be projected back, but the
> following trick often is sufficient:
As Michael described, the average shape configuration affects the sliding
when used as reference for the TPS; the final configurations thus are
sample-dependent. However, if the curves/surfaces are covered densely
enough by the semilandmarks (e.g., to avoid that a semilandmark can slide
away
Ariadne Schulz ha scritto:
Hello all,
I'm having a bit of a semilandmark problem. I'm working on 3D surfaces with
semilandmarks. (Profuse thank yous to Emma for writing the scripts for
that.) The issue I'm having I think is occurring in the sliding. When I do
Andrea,
I like to think of semilandmark sliding as iteratively finding fitted
(predicted) values for the generalized linear model fit described by Gunz et
al. (2005) (equation 4), and updating coordinates by these values until there
is no more meaningful change (with regard to an acceptable
Will update and try again. That sounds - without being too hopeful - like
it might solve my problem. If not, I'll come back with better details.
I would also like the clarification on the point Andrea has asked about.
That sounds like a concerning issue for what I'm trying to do with this.
Mike, does this mean that, in general, the
position of the semilandmarks is strongly sample
dependent, which would mean that also the shape
distances might change remarkably despite the
fact one has the same number of points on exactly the same surface?
Say that I have two samples, A and B. I
Ari,
If you are using geomorph, you might want to update it via GitHub. Just a few
days ago we updated the software with some bug fixes for surface points (one
bug fix was for assuring non-arbitrary directions in PC planes for tangents of
surface points). If you are unsure how to do that,