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Neighbor-wise Compound-specific Graphical Time Warping (ncGTW) [@ncgtw19] is an alignment algorithm that can align LC-MS profiles by leveraging expected retention time (RT) drift structures and compound-specific warping functions. This algorithm is improved from graphical time warping (GTW) [@gtw16], a popular dynamic time warping (DTW) based alignment method [@dtw90]. Specifically, ncGTW uses individualized warping functions for different compounds and assigns constraint edges on warping functions of neighboring samples. That is, ncGTW avoids the popular but not accurate assumption which assumes all the m/z bins in the same sample share the same warping function. This assumption often fails when the dataset contains hundreds of samples or the data acquisition time longer than a week. Moreover, by considering the RT drifts structure, ncGTW can align RT more accurately.
ncGTW
is an R package developed as a plug-in of xcms
, a popular LC-MS data
analysis R package [@xcms06; @xcms08; @xcms10]. Due to the same warping function
assumption or bad parameter settings, xcms
may have some misaligned features,
and there is a function in ncGTW
to identify such misalignments. After
identifying the misaligned features, the user can realign these features with
the alignment function in ncGTW
to obtain a better alignment result for more
accurate analysis, such as peak-regrouping or peak-filling with xcms
.
You can install the latest version of ncGTW from GitHub by
devtools::install_github("ChiungTingWu/ncGTW")
or from Bioconductor by
if (!requireNamespace("BiocManager", quietly = TRUE)) install.packages("BiocManager") BiocManager::install("ncGTW")
To check there are misaligned features from xcms
or not, one can input two
xcms
grouping results with different values of RT window parameter (xcms
grouping parameter, bw
) to the function misalignDetect()
. One value of bw
should be the expected maximal RT drift, and another should be near to the RT
sampling resolution (the inverse of scan frequency). If there are some detected
misaligned features, the user can decide to adjust the paramters in xcms
or
use ncGTW
to realign them. Besides the xcms
aligment results, the only
paramter with no default in misalignDetect()
is ppm
, which should be set as
same as ppm
of the peak detection in xcms
.
excluGroups <- misalignDetect(xcmsLargeWin, xcmsSmallWin, ppm)
To demonstrate the workflow of ncGTW, an example dataset is included in the package. The aquisition time of the dataset is more than two weeks, in which the 20 samples are selected from a large dataset for a quick demonstration.
library(xcms) library(ncGTW) filepath <- system.file("extdata", package = "ncGTW") file <- list.files(filepath, pattern = "mzxml", full.names = TRUE) # The paths of the 20 samples
To incorporate the RT structure, the order of the paths in file
should be as
same as the sample acquisition order (run order). In the example dataset, the
index in each file name is the acquisition order, so we sort the paths according
to tempInd
. When dealing with other dataset, the user should make sure the
order of the paths is as same the order of data acquisition.
tempInd <- matrix(0, length(file), 1) for (n in seq_along(file)){ tempCha <- file[n] tempLen <- nchar(tempCha) tempInd[n] <- as.numeric(substr(tempCha, regexpr("example", tempCha) + 7, tempLen - 6)) } file <- file[sort.int(tempInd, index.return = TRUE)$ix] # Sort the paths by data acquisition order to incorporate the RT structure
As a plug-in, the inputs of ncGTW
are the alignment results from xcms
, so
first we need to apply xcms
on the dataset. The parameters should be decided
by the user when dealing with other datasets.
CPWmin <- 2 CPWmax <- 25 ppm <- 15 xsnthresh <- 3 LM <- FALSE integrate <- 2 RTerror <- 6 MZerror <- 0.05 prefilter <- c(8, 1000) # XCMS parameters ds <- xcmsSet(file, method="centWave", peakwidth=c(CPWmin, CPWmax), ppm=ppm, noise=xsnthresh, integrate=integrate, prefilter=prefilter) gds <- group(ds, mzwid=MZerror, bw=RTerror) agds <- retcor(gds, missing=5) # XCMS peak detection and RT alignment
To detect the misaligned features, ncGTW
needs two XCMS grouping results with
different values of bw
. The larger one should be expected maximal RT drift,
and the smaller one should be the RT sampling resolution (the inverse of scan
frequency).
bwLarge <- RTerror bwSmall <- 0.3 # Two different values of bw parameter xcmsLargeWin <- group(agds, mzwid=MZerror, bw=bwLarge) xcmsSmallWin <- group(agds, mzwid=MZerror, bw=bwSmall, minfrac=0) # Two resolution of XCMS grouping results
After XCMS preprocessing, ncGTW
can be applied on the results. There are two
major steps in ncGTW
, misaligned feature detection and misaligned feature
realignment.
To detect the misaligned features, misalignDetect()
needs two different XCMS
grouping results as inputs. This function tells which features in xcmsLargeWin
could be broken into several small features in xcmsSmallWin
, and the detected
features should be misaligned features. ppm
is one criteria to decide the
small features in xcmsLargeWin
are from the same compounds or not, and should
be set as same as the one in XCMS peak detection.
excluGroups <- misalignDetect(xcmsLargeWin, xcmsSmallWin, ppm) # Detect misaligned features show(excluGroups)
There are two peak groups (features) are detected as shown in excluGroups
.
Before realigning them, the raw profile of each detected feature of each sample
needs to load from the files. loadProfile()
loads the needed information with
file paths (file
) and the detected features (excluGroups
) as inputs.
ncGTWinputs <- loadProfile(file, excluGroups) # Load raw profiles from the files
The user can also check the detected features are really misaligned or not by
viewing the extracted ion chromatogram. plotGroup()
draws the extracted ion
chromatogram. ncGTWinputs
is the loaded information from loadProfile()
,
xcmsLargeWin@rt$corrected
is the alignment by XCMS, and ind
is just a
parameter for indexing the chromatograms. The user are free to set ind
.
for (n in seq_along(ncGTWinputs)) plotGroup(ncGTWinputs[[n]], slot(xcmsLargeWin, 'rt')$corrected, ind=n) # (Optional) Draw the detected misaligned features
From the two figures, it is clear that these two features are really misaligned. The color of curves changes from green, purple, to red according to the sample run order.
After the needed information is loaded to ncGTWinputs
, we can start to realign
the detected features with ncGTW
. The parameter parSamp
is for parallel
computing, which decides how many samples would be aligned together each time.
In this example, there are 20 samples, and parSamp
are set as 5. Thus, there
would be four sub-groups of samples, and there are five samples in each
sub-group. Also, bpParam
is set as four workers to align the four sub-groups
simultaneously. After all sub-groups are aligned, ncGTW
would integrate the
four alignment results together to generate the final realignment.
If the user do not need parallel computing, parSamp
could be set as same as
the total sample number. However, if sample number is larger than 100, it is
strongly recommended to split the samples into several sub-groups.
ncGTWoutputs <- vector('list', length(ncGTWinputs)) # Prepare the output variable ncGTWparam <- new("ncGTWparam") # Initialize the parameters of ncGTW alignment with default for (n in seq_along(ncGTWinputs)) ncGTWoutputs[[n]] <- ncGTWalign(ncGTWinputs[[n]], xcmsLargeWin, parSamp=5, bpParam=SnowParam(workers=4), ncGTWparam=ncGTWparam) # Perform ncGTW alignment
After realignment, we need to send the realignment result to adjustRT()
to
generate new RT warping functions to replace xcmsLargeWin@rt$corrected
, and
send them back to xcms
for further analysis.
ncGTWres <- xcmsLargeWin # Prepare a new xcmsSet to contain the realignment result ncGTWRt <- vector('list', length(ncGTWinputs)) for (n in seq_along(ncGTWinputs)){ adjustRes <- adjustRT(ncGTWres, ncGTWinputs[[n]], ncGTWoutputs[[n]], ppm) # Generate the new warping functions peaks(ncGTWres) <- ncGTWpeaks(adjustRes) # Relocate the peaks to the new RT points according to the realignment. ncGTWRt[[n]] <- rtncGTW(adjustRes) # Temporary variable for new warping functions }
Again, the user can also check the realignment by viewing the extracted ion
chromatogram with plotGroup()
.
for (n in seq_along(ncGTWinputs)) plotGroup(ncGTWinputs[[n]], ncGTWRt[[n]], ind = n) # (Optional) Draw the realigned features
From the two figures, it is clear that the two misaligned features now are realigned accurately, comparing to the XCMS alignment.
One of the most obvious impact of the realignment is the quality of peak-filling
in xcms
. Due to the more accurate warping functions, the peak-filling step has
a higher change to retrieve the missing peaks back. That is, the guessing of the
positions of the missing peaks becomes more accurate according to the new
warping functions. Here we demonstrate the differences of peak-filling of the
two misaligned features.
groups(ncGTWres) <- excluGroups[ , 2:9] groupidx(ncGTWres) <- groupidx(xcmsLargeWin)[excluGroups[ , 1]] # Only consider the misaligned features rtCor <- vector('list', length(file)) for (n in seq_along(file)){ rtCor[[n]] <- vector('list', dim(excluGroups)[1]) for (m in seq_len(dim(groups(ncGTWres))[1])) rtCor[[n]][[m]] <- ncGTWRt[[m]][[n]] } slot(ncGTWres, 'rt')$corrected <- rtCor # Replace the XCMS warping function to ncGTW warping function XCMSres <- xcmsLargeWin groups(XCMSres) <- excluGroups[ , 2:9] groupidx(XCMSres) <- groupidx(xcmsLargeWin)[excluGroups[ , 1]] # Consider only the misaligned features with XCMS warping function
After extracting the misaligned features and replacing the old warping
functions, we can apply fillPeaks
in xcms
for peak-filling. Since
fillPeaks
accepts only one warping function for each sample, we need to
replace the function fillPeaksChromPar()
first.
assignInNamespace("fillPeaksChromPar", ncGTW:::fillPeaksChromPar, ns="xcms", envir=as.environment("package:xcms")) # Replace fillPeaksChromPar() in XCMS ncGTWresFilled <- fillPeaks(ncGTWres) XCMSresFilled <- fillPeaks(XCMSres) # Peak-filling with old and new warping functions compCV(XCMSresFilled) compCV(ncGTWresFilled) # Compare the coefficient of variation
For the first misaligned feature, the coefficient of variation (CV) decreases from 0.369 to 0.229, and for the second one, the CV decreases from 0.351 to 0.119. Thus, it is very clear that new warping functions improve the quality of peak-filling significantly.
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