weighted unifrac:
tre was produced by pynast alignment (pynast_template_alignment_fp core_set_aligned.fasta.imputed -e 50)
There
are 8 colors in the figures with 4 paris (red-purple, blue-yellow,
green-pink, oringe-cyan). It is very clear in the unweighted unifrac
that samples are seperated by different pairs. In the weighted unifrac,
though samples in each pair are seperated, they are still more similar to each other
than from different pairs.
But now we've already updated
to Qiime to 1.6, so when I redo the analysis
(with the same clustering
results and any commands used), what I got is this:
unwieghted unifrac: weighted unifrac
![]()


This
time, for the uniweghted unifrac, the old conclusion can not be drawn
because the seperation of samples are different. For the weighted one,
the pattern is somewhat similar but serves worse to my previous conclusion.
I further changed the alignment method to produce the tre file using
muscle, this is what I had:
unweighted unifrac: weighted unifrac:
![]()


The unweighted unifrac is quite similar to the unweighted unifrac using the old Qiime.
But the weighted unifrac is a little bit messed up....
And I also tried bray_curtis distance to generate PCA, this is what I got:
![]()

Nice and clear.
Among
the 4 methods, 3 unweighted ones (bray_curtis distance is generated in a
unweighted way) shows the same pattern except the unweighted unifrac
using pynast alignment in the Qiime 1.6.
For the 3 weighted methods,
3 patterns are revealed, but according to the composition of the 8
groups (see below), The first one (pynast, old Qiime) is the most
consistent.

A,B,C and D are 4 pairs and two groups
in each pair. In a weighted view, Groups in each pair are more similar
to each other than from different pairs.
Sorry that I have
troubles to get the old version tested again, since we've already
abundoned it. And I think there may be something wrong with the pynast
alignment in the new version Qiime (at least in mine which I don't know
how to determine). And I really appreciate if you could help me with
this confusing situation!Thanks,
Yan