A). Analyzing only the well-resolved region of the gradient (fractions 6-11).
|
 |
To ensure that the inverse correlation does not
arise from low resolution of sedimentation in fractions
12 -14, we excluded the genes that peak in
these fractions from the analysis. The inverse correlation
is still apparent, with rs = -0.88.
|
B). Applying extreme error margins for the number of ribosomes in each fraction.
|
 |
To ensure that the inverse correlation does not arise
from wrong assignment of number of ribosomes to each
fraction, we applied extremely high error estimates to
the number of ribosomes in each fraction: fraction 9 - 4.5
ribosomes instead of 3, fraction 10 - 8.75 (4.7), fraction
11 - 14 (7) and fraction 12 - 25 (10.7). The ribosome
numbers for fractions 13 and 14 are irrelevant because
no mRNA had peaked in these fractions. If the correlation
arose from incorrect assignment of number of ribosomes,
this manipulation should have eliminated the correlation.
The correlation is reduced (rs = -0.56) as follows from the
manipulation applied, yet is not eliminated.
|
C). Basing the density calculations on a weighted average across the polysome profile.
|
 |
To ensure that the inverse correlation does not arise
from basing the density calculations on the peak
fraction, we calculated the density of each mRNA based
on a weighted average of the signal in fractions 6-14. As
can be seen, the correlation still holds, and even
becomes more significant.
|
|
The results from the above analyses strongly suggest that incorrect ribosome
number assignment is not the cause of the observed inverse correlation
between ribosome density and ORF length.
|