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Implementation of the algorithm for inferring gene regulatory networks by ANOVA, and its variation applying a non-parametric Friedman Test instead of a Two-way ANOVA.

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Anova

Implementation of the algorithm for inferring gene regulatory networks by ANOVA [1] and its variation applying a non-parametric Friedman Test [2] instead of a Two-way ANOVA.

Tested on MATLAB R2016a with the Parallel Computing Toolbox.

Required Input

  • genes = cell array (# of genes,1) of genes names.
  • transcription factors = cell array (# of TFs, 1) of TFs names.
  • expressiondata = numeric matrix (# of genes, # of conditions) of the gene expression data.

Output

  • Net_a = Inferred network write as 3-column cell array

    • Column 1 = Regulator
    • Column 2 = Target Gene
    • Column 3 = non-linear correlation coefficient derived from an analysis of variance (Two-way ANOVA)
  • Net_f = Inferred network write as 3-column cell array

    • Column 1 = Regulator
    • Column 2 = Target Gene
    • Column 3 = non-parametric, non-linear correlation coefficient derived from a Friedman Test

Bibliography

[1] Küffner R, Petri T, Tavakkolkhah P, Windhager L, Zimmer R. Inferring gene regulatory networks by ANOVA. Bioinformatics. 2012;28:1376–82.

[2] Hoffman JIE. Chapter 26 - Analysis of Variance II. More Complex Forms. In: Hoffman JIE, editor. Biostatistics for Medical and Biomedical Practitioners. Academic Press; 2015. p. 421–47. doi:10.1016/B978-0-12-802387-7.00026-3.

License

This project is licensed under the GNU General Public License. For the exact terms please see the [LICENSE file]

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Implementation of the algorithm for inferring gene regulatory networks by ANOVA, and its variation applying a non-parametric Friedman Test instead of a Two-way ANOVA.

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