rBiasCorrection is published in ‘BiasCorrector: fast and accurate
correction of all types of experimental biases in quantitative DNA
methylation data derived by different technologies’ (2021) in the
International Journal of Cancer (DOI:
https://onlinelibrary.wiley.com/doi/10.1002/ijc.33681).
rBiasCorrection is the R implementation with minor modifications of
the algorithms described by Moskalev et al. in their research article
‘Correction of PCR-bias in quantitative DNA methylation studies by
means of cubic polynomial regression’, published 2011 in Nucleic acids
research, Oxford University Press (DOI:
https://doi.org/10.1093/nar/gkr213).
You can install rBiasCorrection simply with via R’s install.packages
interface:
install.packages("rBiasCorrection")If you want to use the latest development version, you can install the
github version of rBiasCorrection with:
install.packages("remotes")
remotes::install_github("kapsner/rBiasCorrection")This is a basic example which shows you how to correct PCR-bias in quantitative DNA methylation data:
library(rBiasCorrection)
# define input file paths
experimental <- file.path(tempdir(), "/experimental_data.csv")
calibration <- file.path(tempdir(), "/calibration_data.csv")
# create example files from provided example dataset
data.table::fwrite(
rBiasCorrection::example.data_experimental$dat,
experimental
)
data.table::fwrite(
rBiasCorrection::example.data_calibration$dat,
calibration
)
# run bias correction algorithm
biascorrection(
experimental = experimental,
calibration = calibration,
samplelocusname = "BRAF"
)More detailed information on how to use the package rBiasCorrection
can be found in the
vignette
and the
FAQs.
There are three fitting options available for fitting the non-linear
least squares (nls) algorithm with rBiasCorrection. The default method
(used in the publication) is to fit nls with the Gauss-Newton algorithm
and define for each parameter that should be optimized a random grid
between -1000 and 1000 for initializing the starting estimates
(options(rBiasCorrection.nls_implementation = "GN.paper").
For making a better guess on the starting estimates when fitting nls
with the Gauss-Newton algorithm
(options(rBiasCorrection.nls_implementation = "GN.guess")), the
estimates of a linear model (for both hyperbolic corrections) and of a
cubic model (for the cubic correction with defined minimum- and maximum
values (minmax = TRUE)) are computed for initializing the nls (see
details below).
The third option is to fit nls with the Levenberg-Marquardt algorithm
(using the implementation from the minpack.lm R package). In this
case, the start estimates of the nls model are also guessed using either
a linear or a cubic model (as previously described).
Algorithm: Gauss-Newton
Parameterizing nls2::nls2() with starting values:
- hyperbolic equation: a = b = d = c(-1000, 1000)
- hyperbolic equation (minmax): b = c(-1000, 1000)
- cubic equation (minmax): a, b = c(-1000, 1000)
options(rBiasCorrection.nls_implementation = "GN.paper")Algorithm: Gauss-Newton
Parameterizing nls2::nls2() with starting values:
- hyperbolic equation: fitting a linear regression and taking the
intercept and the beta as starting values and defaulting
dto1000 - hyperbolic equation (minmax): fitting a linear regression and taking the beta as starting value
- cubic equation (minmax): fitting a cubic regression and taking the betas for the cubic and the quadratic term as starting values
options(rBiasCorrection.nls_implementation = "GN.guess")Algorithm: Levenberg-Marquardt
Parameterizing minpack.lm::nlsLM() with starting values: same as
guessing starting values for option GN.guess
options(rBiasCorrection.nls_implementation = "LM")The GUI BiasCorrector provides the functionality implemented in
rBiasCorrection in a web application. For further information please
visit https://github.com/kapsner/BiasCorrector.
For further information, please refer to the frequently asked questions.
L.A. Kapsner, M.G. Zavgorodnij, S.P. Majorova, A. Hotz‐Wagenblatt, O.V. Kolychev, I.N. Lebedev, J.D. Hoheisel, A. Hartmann, A. Bauer, S. Mate, H. Prokosch, F. Haller, and E.A. Moskalev, BiasCorrector: fast and accurate correction of all types of experimental biases in quantitative DNA methylation data derived by different technologies, Int. J. Cancer. (2021) ijc.33681. doi:10.1002/ijc.33681.
@article{kapsner2021,
title = {{{BiasCorrector}}: Fast and Accurate Correction of All Types of Experimental Biases in Quantitative {{DNA}} Methylation Data Derived by Different Technologies},
author = {Kapsner, Lorenz A. and Zavgorodnij, Mikhail G. and Majorova, Svetlana P. and Hotz-Wagenblatt, Agnes and Kolychev, Oleg V. and Lebedev, Igor N. and Hoheisel, J{\"o}rg D. and Hartmann, Arndt and Bauer, Andrea and Mate, Sebastian and Prokosch, Hans-Ulrich and Haller, Florian and Moskalev, Evgeny A.},
year = {2021},
month = may,
pages = {ijc.33681},
issn = {0020-7136, 1097-0215},
doi = {10.1002/ijc.33681},
journal = {International Journal of Cancer},
language = {en}
}- Original work by Moskalev et al.: https://doi.org/10.1093/nar/gkr213