Entering edit mode
Yvan Wenger
▴
50
@yvan-wenger-5608
Last seen 6.9 years ago
Hi Mike,
In fact have timecourse data (I attach an example here and hope it
goes
through). However, the confidence intervals shown in the figure are
computed assuming a normal distribution.
I am speaking only about normalized data, no ratio or other
comparisons
between two conditions.
For the measurement I have replicates, I would like to plot them as
the
mean ? 95% confidence intervals. As I understand, but I might be
wrong, the
upper and lower confidence intervals shouldn't be symmetric as the
data
follow a negative binomial distribution (and if I am wrong here, my
question makes no sense). Basically, I was wondering if it was
possible to
use the dispersion estimates calculated by DESeq to calculate the
lower and
upper confidence intervals and raw (normalized) read counts.
I hope what I intend to do is now more clear.
Yvan
On Wed, Apr 10, 2013 at 6:04 PM, Michael Love
<michaelisaiahlove at="" gmail.com="">wrote:
> hi Yvan,
>
> To be a little more specific, are you looking for confidence
intervals
> for the log fold changes? or for the dispersion estimates?
>
> Mike
>
>
> On Wed, Apr 10, 2013 at 5:04 PM, Yvan Wenger <yvan.wenger at="" unige.ch=""> wrote:
>
>> Hello everybody,
>>
>> It might be a very naive question but:
>>
>> As I can see, the estimateDispersions function can be used to used
to
>> retrieve the dispersions used by DESeq. From that data, is there a
way to
>> calculate upper and lower 95% confidence intervals?
>>
>> Best,
>>
>> Yvan
>>
>> [[alternative HTML version deleted]]
>>
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>
>
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