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@@ -632,23 +632,6 @@ Thanks again for your help, and happy reading!
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Introduction
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\end_layout
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-\begin_layout Section*
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-Structure of the thesis
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-\end_layout
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-
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-\begin_layout Standard
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-\begin_inset Flex TODO Note (inline)
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-status open
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-
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-\begin_layout Plain Layout
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-Put at end up intro
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-\end_layout
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-
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-\end_inset
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-
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-
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-\end_layout
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-
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\begin_layout Section
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\begin_inset CommandInset label
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LatexCommand label
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@@ -1188,9 +1171,9 @@ The studies presented in this work all involve the analysis of high-throughput
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genomic and epigenomic data.
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These data present many unique analysis challenges, and a wide array of
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software tools are available to analyze them.
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- This section presents an overview of the methods used, including what problems
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- they solve, what assumptions they make, and a basic description of how
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- they work.
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+ This section presents an overview of the most important methods used throughout
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+ the following analyses, including what problems they solve, what assumptions
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+ they make, and a basic description of how they work.
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\end_layout
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\begin_layout Subsection
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@@ -1297,6 +1280,19 @@ RNA-seq
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modeling is appropriate.
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\end_layout
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+\begin_layout Standard
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+\begin_inset Flex TODO Note (inline)
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+status open
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+
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+\begin_layout Plain Layout
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+Include an eBayes example figure
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+\end_layout
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+
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+\end_inset
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+
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+
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+\end_layout
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+
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\begin_layout Standard
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The central challenge when fitting a linear model is to estimate the variance
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of the data accurately.
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@@ -1306,14 +1302,15 @@ The central challenge when fitting a linear model is to estimate the variance
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A single shared variance could be estimated for all of the features together,
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and this estimate would be very stable, in contrast to the individual feature
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variance estimates.
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- However, this would require the assumption that every feature is equally
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- variable, which is known to be false for most genomic data sets.
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+ However, this would require the assumption that all features have equal
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+ variance, which is known to be false for most genomic data sets (for example,
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+ some genes' expression is known to be more variable than others').
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\begin_inset Flex Code
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status open
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\begin_layout Plain Layout
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-limma
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+Limma
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\end_layout
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\end_inset
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@@ -1517,8 +1514,8 @@ ChIP-seq
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\end_inset
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-, which tend to be much smaller and therefore violate the assumption of
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- a normal distribution more severely.
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+ and other sources, which tend to be much smaller and therefore violate
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+ the assumption of a normal distribution more severely.
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For all count-based data, the
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\begin_inset Flex Code
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status open
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@@ -1593,7 +1590,17 @@ NB
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\end_inset
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distribution rather than modeling the normalized log counts using a normal
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- distribution
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+ distribution as
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+\begin_inset Flex Code
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+status open
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+
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+\begin_layout Plain Layout
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+limma
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+\end_layout
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+
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+\end_inset
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+
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+ does
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\begin_inset CommandInset citation
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LatexCommand cite
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key "Chen2014,McCarthy2012,Robinson2010a"
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@@ -1602,7 +1609,11 @@ literal "false"
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\end_inset
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.
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- The
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+
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+\end_layout
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+
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+\begin_layout Standard
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+The
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\begin_inset Flex Glossary Term
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status open
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@@ -1612,12 +1623,136 @@ NB
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\end_inset
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- is a good fit for count data because it can be derived as a gamma-distributed
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- mixture of Poisson distributions.
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- The Poisson distribution accurately represents the distribution of counts
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- expected for a given gene abundance, and the gamma distribution is then
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- used to represent the variation in gene abundance between biological replicates.
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- For this reason, the square root of the dispersion parameter of the
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+ distribution is a good fit for count data because it can be derived as
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+ a gamma-distributed mixture of Poisson distributions.
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+ The reads in an
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+\begin_inset Flex Glossary Term
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+status open
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+
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+\begin_layout Plain Layout
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+RNA-seq
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+\end_layout
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+
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+\end_inset
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+
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+ sample are assumed to be sampled from a much larger population, such that
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+ the sampling process does not significantly affect the proportions.
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+ Under this assumption, a gene's read count in an
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+\begin_inset Flex Glossary Term
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+status open
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+
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+\begin_layout Plain Layout
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+RNA-seq
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+\end_layout
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+
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+\end_inset
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+
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+ sample is distributed as
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+\begin_inset Formula $\mathrm{Binomial}(n,p)$
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+\end_inset
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+
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+, where
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+\begin_inset Formula $n$
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+\end_inset
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+
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+ is the total number of reads sequenced from the sample and
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+\begin_inset Formula $p$
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+\end_inset
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+
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+ is the proportion of total fragments in the sample derived from that gene.
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+ When
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+\begin_inset Formula $n$
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+\end_inset
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+
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+ is large and
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+\begin_inset Formula $p$
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+\end_inset
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+
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+ is small, a
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+\begin_inset Formula $\mathrm{Binomial}(n,p)$
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+\end_inset
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+
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+ distribution is well-approximated by
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+\begin_inset Formula $\mathrm{Poisson}(np)$
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+\end_inset
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+
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+.
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+ Hence, if multiple sequencing runs are performed on the same
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+\begin_inset Flex Glossary Term
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+status open
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+
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+\begin_layout Plain Layout
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+RNA-seq
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+\end_layout
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+
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+\end_inset
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+
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+ sample (with the same gene mixing proportions each time), each gene's read
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+ count is expected to follow a Poisson distribution.
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+ If the abundance of a gene,
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+\begin_inset Formula $p,$
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+\end_inset
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+
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+ varies across biological replicates according to a gamma distribution,
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+ and
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+\begin_inset Formula $n$
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+\end_inset
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+
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+ is held constant, then the resulting distribution is a gamma-distributed
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+ mixture of Poisson distributions, which is equivalent to the
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+\begin_inset Flex Glossary Term
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+status open
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+
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+\begin_layout Plain Layout
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+NB
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+\end_layout
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+
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+\end_inset
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+
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+ distribution.
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+ The choice of a gamma distribution for the mixing weights is arbitrary,
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+ motivated by the convenience of the numerically tractable
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+\begin_inset Flex Glossary Term
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+status open
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+
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+\begin_layout Plain Layout
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+NB
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+\end_layout
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+
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+\end_inset
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+
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+ distribution, since the true shape of the distribution of biological variance
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+ is unknown.
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+\end_layout
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+
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+\begin_layout Standard
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+Thus,
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+\begin_inset Flex Code
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+status open
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+
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+\begin_layout Plain Layout
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+edgeR
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+\end_layout
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+
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+\end_inset
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+
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+'s use of the
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+\begin_inset Flex Glossary Term
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+status open
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+
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+\begin_layout Plain Layout
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+NB
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+\end_layout
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+
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+\end_inset
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+
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+ is equivalent to an
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+\emph on
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+a priori
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+\emph default
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+assumption that the variation in gene abundances between replicates follows
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+ a gamma distribution.
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+ The gamma shape parameter in the context of the
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\begin_inset Flex Glossary Term
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status open
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@@ -1627,7 +1762,8 @@ NB
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\end_inset
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- is sometimes referred to as the
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+ is called the dispersion, and the square root of this dispersion is referred
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+ to as the
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\begin_inset Flex Glossary Term
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status open
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@@ -1637,8 +1773,8 @@ BCV
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\end_inset
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-, since it represents the variability that was present in the samples prior
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- to the Poisson
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+, since it represents the variability in abundance that was present in the
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+ biological samples prior to the Poisson
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\begin_inset Quotes eld
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\end_inset
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@@ -1648,20 +1784,17 @@ noise
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that was generated by the random sampling of reads in proportion to feature
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abundances.
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- The choice of a gamma distribution is arbitrary and motivated by mathematical
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- convenience, since a gamma-Poisson mixture yields the numerically tractable
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-
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-\begin_inset Flex Glossary Term
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+ Like
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+\begin_inset Flex Code
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status open
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\begin_layout Plain Layout
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-NB
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+limma
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\end_layout
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\end_inset
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- distribution.
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- Thus,
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+,
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\begin_inset Flex Code
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status open
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@@ -1671,11 +1804,19 @@ edgeR
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\end_inset
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- assumes
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-\emph on
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-a prioi
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-\emph default
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-that the variation in abundances between replicates follows a gamma distribution.
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+ estimates the
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+\begin_inset Flex Glossary Term
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+status open
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+
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+\begin_layout Plain Layout
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+BCV
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+\end_layout
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+
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+\end_inset
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+
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+ for each feature using an empirical Bayes procedure that represents a compromis
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+e between per-feature dispersions and a single pooled dispersion estimate
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+ shared across all features.
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For differential abundance testing,
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\begin_inset Flex Code
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status open
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@@ -1686,9 +1827,34 @@ edgeR
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\end_inset
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- offers a likelihood ratio test, but more recently recommends a quasi-likelihood
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- test that properly factors the uncertainty in variance estimation into
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- the statistical significance for each feature
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+ offers a likelihood ratio test based on the
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+\begin_inset Flex Glossary Term
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+status open
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+
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+\begin_layout Plain Layout
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+NB
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+\end_layout
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+
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+\end_inset
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+
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+
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+\begin_inset Flex Glossary Term
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+status open
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+
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+\begin_layout Plain Layout
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+GLM
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+\end_layout
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+
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+\end_inset
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+
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+.
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+ However, this test assumes the dispersion parameter is known exactly rather
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+ than estimated from the data, which can result in overstating the significance
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+ of differential abundance results.
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+ More recently, a quasi-likelihood test has been introduced that properly
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+ factors the uncertainty in dispersion estimation into the estimates of
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+ statistical significance, and this test is recommended over the likelihood
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+ ratio test in most cases
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\begin_inset CommandInset citation
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LatexCommand cite
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key "Lund2012"
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@@ -2392,12 +2558,12 @@ literal "false"
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more likely to be the result of outlier observations that happen to line
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up with the batches rather than a genuine batch effect.
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The result is a batch correction that is more robust against outliers than
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- simple subtraction of mean differences subtraction.
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+ simple subtraction of mean differences.
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\end_layout
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\begin_layout Standard
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In some data sets, unknown batch effects may be present due to inherent
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- variability in in the data, either caused by technical or biological effects.
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+ variability in the data, either caused by technical or biological effects.
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Examples of unknown batch effects include variations in enrichment efficiency
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between
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\begin_inset Flex Glossary Term
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@@ -2431,7 +2597,8 @@ SVD
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variation in the data) and take the first few singular vectors as batch
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effects.
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While this can be effective, it makes the unreasonable assumption that
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- all batch effects are uncorrelated with any of the effects being modeled.
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+ all batch effects are completely uncorrelated with any of the effects being
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+ modeled.
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\begin_inset Flex Glossary Term
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status open
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@@ -2483,6 +2650,23 @@ s in the linear model in a similar fashion to known batch effects in order
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to subtract out their effects on each feature's abundance.
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\end_layout
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+\begin_layout Subsection
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+Benjamini-Hochberg + pval dist
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+\end_layout
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+
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+\begin_layout Standard
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+\begin_inset Flex TODO Note (inline)
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+status open
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+
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+\begin_layout Plain Layout
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+Include figure showing uniform and non-uniform components of p-value dist
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+\end_layout
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+
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+\end_inset
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+
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+
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+\end_layout
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+
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\begin_layout Subsection
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Factor analysis: PCA, MDS, MOFA
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\end_layout
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@@ -2514,6 +2698,10 @@ PCA
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is informative, but careful application is required to avoid bias
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\end_layout
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+\begin_layout Section
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+Structure of the thesis
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+\end_layout
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+
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\begin_layout Chapter
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Reproducible genome-wide epigenetic analysis of H3K4 and H3K27 methylation
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in naïve and memory CD4
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@@ -2674,9 +2862,9 @@ ChIP-seq
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T-cell samples in a time course before and after activation.
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Like the original analysis, this analysis looks at the dynamics of these
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- marks histone marks and compare them to gene expression dynamics at the
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- same time points during activation, as well as compare them between naïve
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- and memory cells, in hope of discovering evidence of new mechanistic details
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+ histone marks and compares them to gene expression dynamics at the same
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+ time points during activation, as well as compares them between naïve and
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+ memory cells, in hope of discovering evidence of new mechanistic details
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in the interplay between them.
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The original analysis of this data treated each gene promoter as a monolithic
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unit and mostly assumed that
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@@ -3138,9 +3326,31 @@ literal "false"
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.
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Comparisons of downstream results from each combination of quantification
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method and reference revealed that all quantifications gave broadly similar
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- results for most genes, so shoal with the Ensembl annotation was chosen
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- as the method theoretically most likely to partially mitigate some of the
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- batch effect in the data.
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+ results for most genes, so
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+\begin_inset Flex Code
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+status open
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+
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+\begin_layout Plain Layout
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+shoal
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+\end_layout
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+
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+\end_inset
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+
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+ with the Ensembl annotation was chosen as the method theoretically most
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+ likely to partially mitigate some of the batch effect in the data.
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+\end_layout
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+
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+\begin_layout Standard
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+\begin_inset Flex TODO Note (inline)
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+status open
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+
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+\begin_layout Plain Layout
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+Cite shoal
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+\end_layout
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+
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+\end_inset
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+
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+
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\end_layout
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\begin_layout Standard
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@@ -3756,7 +3966,7 @@ literal "false"
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\begin_inset Float figure
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wide false
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sideways false
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-status collapsed
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+status open
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\begin_layout Plain Layout
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\align center
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@@ -3872,6 +4082,19 @@ bp.
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\end_inset
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+\end_layout
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\begin_layout Subsection
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-Gene expression and promoter histone methylation patterns in naïve and memory
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- show convergence at day 14
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+Gene expression and promoter histone methylation patterns show convergence
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+ between naïve and memory cells at day 14
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\end_layout
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\begin_layout Standard
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placement p
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.
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- In order from must upstream to most downstream, they are Clusters 6, 4,
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+ In order from most upstream to most downstream, they are Clusters 6, 4,
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3, 1, and 2.
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There do not appear to be any clusters representing coverage patterns other
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than lone peaks, such as coverage troughs or double peaks.
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@@ -7505,7 +7767,7 @@ begin{landscape}
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@@ -9163,8 +9438,8 @@ status open
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\begin_inset Graphics
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filename graphics/CD4-csaw/LaMere2016_fig8.pdf
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lyxscale 50
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- width 60col%
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- groupId colwidth
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+ width 100col%
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@@ -9342,7 +9617,7 @@ TSS
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\end_inset
|
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appears to be more strongly associated with elevated expression than coverage
|
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- the same distance upstream, indicating that the
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+ at the same distance upstream, indicating that the
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\begin_inset Quotes eld
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