Description Usage Arguments Value References Examples
we propose statistical methods for single cell MethylC-Seq and RRBS data that simultaneously take into account the spatial correlation between DNA methylation profiles at neighbouring CpG sites and correct for the experimental and sequencing errors. Following Cheng & Zhu (2014), we model the observed count of C reads in the presence of sequencing errors with a mixture of binomial distributions. In our case, we consider a methylation probability that varies with the genomic location and derive a smoothed kernel-based EM-algorithm to estimate the parameters of our model.
1 |
C |
the observed count of C reads at the ith CpG site |
CT |
the observed count of C reads and T reads for each site i |
t |
The location of the site i on a chromosome |
p1 |
The error rate for obtaining C reads at unmethylated sites |
p2 |
the compelement of p2 (1-p2) denote the error rate for obtaining T reads at methylated sites |
method |
a character string specifying the ckeck the non parametric method to use for smoothing the probability that site i is methylated, valid options are:
Default is |
eps |
convergence threshold for EM algorithm using smoothing technic |
K |
the kth nearest neighbor |
h |
the bandwidth |
maxIt |
the maximum number of iterations allowed. |
An object with S3 class SMSC
.
Hansen, K.D., Langmead, B. & Irizarry, R.A. BSmooth: from whole genome bisulfite sequencing reads to differentially methylated regions. Genome Biol. 13, R83 (2012).
Cheng L, Zhu Y. A classification approach for DNA methylation profiling with bisulfite next-generation sequencing data. Bioinformatics. 2014; 30(2):172–9.
Rackham OJ, Dellaportas P, Petretto E1, Bottolo L: WGBSSuite: simulating whole-genome bisulphite sequencing data and benchmarking differential DNA methylation analysis tools. 10.1093/bioinformatics/btv114. Epub Mar 15
Parameswaran Ramachandran,and Theodore J Perkins: Adaptive bandwidth kernel density estimation for next-generation sequencing data. BMC Proc. 2013; 7(Suppl 7): S7.
1 2 3 4 5 6 7 8 9 10 11 12 13 14 | #### MSC scenario
data(Data_MSC)
#### HHM scenario
data(Data_HHM)
y <- Data_MSC #### or y <- Data_HHM
fit0<-SMSC(y$Ccount, y$CT,y$position, method="MSC")
fit1<-SMSC(y$Ccount, y$CT,y$position, method="KNN1")
fit2<-SMSC(y$Ccount, y$CT,y$position, method="KNN2")
fit3<-SMSC(y$Ccount, y$CT,y$position, method="Locfit")
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