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ROBUST: Robust disease module mining via enumeration of price-collecting Steiner trees

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New ROBUST version

We have developed a new version of ROBUST which corrects for study bias in PPI networks. The new version is available here: https://github.com/bionetslab/robust_bias_aware. Although this version is still fully functional, we recommend using the latest ROBUST version for your research.

Installation

Install conda environment as follows (there also exists a environment.yml but it contains more packages than necessary)

conda create --name biosteiner python=3.7
conda activate biosteiner
conda install numpy matplotlib pandas networkx pip jupyter
pip install pcst_fast

Running ROBUST

You can simply run robust by calling

python robust.py data/human_annotated_PPIs_brain.txt data/ms_seeds.txt ms.graphml 0.25 0.9 30 0.1

The positional arguments are:

[1] file providing the network in the form of an edgelist 
    (tab-separated table, columns 1 & 2 will be used)
[2] file with the seed genes (if table contains more than 
    one column they must be tab-separated; the first column 
    will be used only)
[3] path to output file
[4] initial fraction (alpha)
[5] reduction factor (beta)
[6] number of steiner trees to be computed
[7] threshold (theta)

The suffix of the path to the output file you specify, determine the format of the output. You can either choose

  • .graphml: A .graphml file is written that contains the following vertex properties: isSeed, significance, nrOfOccurrences, connected_components_id, trees
  • .csv: A .csv file which contains a vertex table with #occurrences, %occurrences, terminal (isSeed)
  • everything else: An edge list

Evaluating ROBUST

For a large-scale empirical evaluation of ROBUST, please follow the instructions given here: https://github.com/bionetslab/robust-eval.

Citing ROBUST

Please cite ROBUST as follows:

  • J. Bernett, D. Krupke, S. Sadegh1, J. Baumbach, S. P. Fekete, T. Kacprowski, M. List1, D. B. Blumenthal: Robust disease module mining via enumeration of diverse prize-collecting Steiner trees, Bioinformatics 38(6), pp. 1600-1606, https://doi.org/10.1093/bioinformatics/btab876.

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