The goal of mssc is to provide a tool for differential analysis for single-cell RNA sequencing data by considering the batch effects induced when multiple subjects under different conditions, which is ignored by pseudo-bulk analysis and cannot be handled well by simple generalized linear models.

## install cmdstanr firslty.
## directly use install.package("cmdstanr") may face error.
install.packages("cmdstanr",
                 repos = c("https://mc-stan.org/r-packages/", getOption("repos")))
## then install mssc
if(!requireNamespace("remotes", quietly = TRUE)) {
  install.packages("remotes")
}
remotes::install_github("beyondpie/mssc")
## mssc => cmdstanr => cmdstan  (=>: depends on)
## so we also need to install cmdstan, which is not an R packge, but cmdline Stan tool.
## Prefer to use cmdstanr to install it since cmdstanr will then remember where the cmdstan is,
## otherwise you have to install cmdstan independently and tell cmdstanr where it is by call
## `cmdstanr::set_cmdstan_path()`.
cmdstanr::install_cmdstan()

The test script can be download here: https://github.com/beyondpie/mssc/blob/main/inst/rscript/test.R. You can also use the R command below to find the script.

## test.R script can be got from the package.
test_script = system.file("rscript", "test.R", package = "mssc", mustWork = TRUE)

Then you can run this script to test if you can run mssc without errors.

Currently, we use the function evalDeltaMean to get the differential mean under two conditions. The absolute value could reflect the effect size.

• When we use variational inference, the function returns the average differential mean from the samples of conditional gene expression levels from the approximated joint posterior distribution. For each gene, we have one such value.

• When we use optimization, the function returns the directly differential value from the estimated conditional gene expression levels.

Currently, we have no the corresponding p-value like statistics to measure the differential expression.

A simple way to model the batch effect for different cells is to treat the batch as one covariant in a generalized linear model, which we have implemented as a control for mssc.