ternarynet

The "ternarynet" software tool introduces a novel approach for reconstructing gene regulatory networks from gene perturbation experiments. Recognizing the challenge that traditional experimental methodologies often impose persistent changes on gene networks, leading to data that reflects a steady state of an altered network rather than the original, "ternarynet" employs an implicit modeling methodology. This approach scores the unperturbed network of interest by modeling the persistent perturbation and then predicting the steady state to compare with observed data, given the complexity of this task, which essentially forms a many-to-one inverse problem, "ternarynet" leverages computational Bayesian methods to navigate model uncertainty effectively.

The efficacy of "ternarynet" is initially demonstrated on synthetic networks, where the tool successfully assigns a high posterior probability to both network structure and steady-state behaviors. It also shows promise in resolving uncertainties in model features with additional perturbation experiments. Applied to real-world data involving nine genes known to respond synergistically to oncogenic mutations, "ternarynet" generates a hypothetical model aligning with existing knowledge about the regulatory functions of these genes.

A key strength of "ternarynet" is its consistency and reliability in inferring gene regulatory networks. By employing fully Bayesian methods and accounting accurately for experimental limitations, "ternarynet" enhances the accuracy of network inference, provides valuable insights into model uncertainty, and guides experimental design.

Topic

Cell biology;Gene expression;Statistics and probability

Detail

  • Operation: Pathway or network prediction

  • Software interface: Command-line user interface,Library

  • Language: R

  • License: GNU General Public License, version 2

  • Cost: Free

  • Version name: 1.46.0

  • Credit: -

  • Input: Experimental measurement [Textual format] [Matrix format], Gene expression matrix [Textual format] [Matrix format]

  • Output: Statistical estimate score [Matrix format]

  • Contact: McCall N. Matthew mccallm@gmail.com

  • Collection: -

  • Maturity: Stable

Publications

  • Fitting Boolean networks from steady state perturbation data.
  • Almudevar A, et al. Fitting Boolean networks from steady state perturbation data. Fitting Boolean networks from steady state perturbation data. 2011; 10:(unknown pages). doi: 10.2202/1544-6115.1727
  • https://doi.org/10.2202/1544-6115.1727
  • PMID: 23089817
  • PMC: PMC3215431

Download and documentation


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