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Commit a7087c3c authored by Luke Zappia's avatar Luke Zappia
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Add simBCVMeans function

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Package: splatter Package: splatter
Type: Package Type: Package
Title: Simple Simulation of Single-cell RNA Sequencing Data Title: Simple Simulation of Single-cell RNA Sequencing Data
Version: 0.3.6 Version: 0.3.7
Date: 2016-10-10 Date: 2016-10-10
Author: Luke Zappia Author: Luke Zappia
Authors@R: as.person(c( Authors@R: as.person(c(
......
...@@ -73,6 +73,7 @@ splat <- function(params = defaultParams(), method = c("groups", "paths"), ...@@ -73,6 +73,7 @@ splat <- function(params = defaultParams(), method = c("groups", "paths"),
sim <- simGeneMeans(sim, params) sim <- simGeneMeans(sim, params)
sim <- simDE(sim, params) sim <- simDE(sim, params)
sim <- simGroupCellMeans(sim, params) sim <- simGroupCellMeans(sim, params)
sim <- simBCVMeans(sim, params)
# Create new SCESet to make sure values are calculated correctly # Create new SCESet to make sure values are calculated correctly
sce <- newSCESet(countData = counts(sim), sce <- newSCESet(countData = counts(sim),
...@@ -167,6 +168,34 @@ simGroupCellMeans <- function(sim, params) { ...@@ -167,6 +168,34 @@ simGroupCellMeans <- function(sim, params) {
return(sim) return(sim)
} }
simBCVMeans <- function(sim, params) {
n.genes <- getParams(params, "nGenes")
n.cells <- getParams(params, "nCells")
bcv.common <- getParams(params, "bcv.common")
bcv.DF <- getParams(params, "bcv.DF")
cell.names <- pData(sim)$Cell
gene.names <- fData(sim)$Gene
base.means.cell <- assayData(sim)$BaseCellMeans
bcv <- (bcv.common + (1 / sqrt(base.means.cell))) *
sqrt(bcv.DF / rchisq(n.genes, df = bcv.DF))
means.cell <- matrix(rgamma(n.genes * n.cells, shape = 1 / (bcv ^ 2),
scale = base.means.cell * (bcv ^ 2)),
nrow = n.genes, ncol = n.cells)
colnames(bcv) <- cell.names
rownames(bcv) <- gene.names
colnames(means.cell) <- cell.names
rownames(means.cell) <- gene.names
assayData(sim)$BCV <- bcv
assayData(sim)$CellMeans <- means.cell
return(sim)
}
#' Get log-normal factors #' Get log-normal factors
#' #'
#' Randomly generate multiplication factors from a log-normal distribution. #' Randomly generate multiplication factors from a log-normal distribution.
......
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