BayesSB

Bayesian model inference and parameter estimation for biological models


Project maintained by sorgerlab Hosted on GitHub Pages — Theme by mattgraham

Using mathematical models to simulate and analyze biochemical networks requires a principled approach to estimating unknown model parameters and to discriminating between competing models. This problem has been approached from four conceptually distinct ways (leaving aside algorithmic specifics): (1) focusing on simple processes or small reaction networks for which identifiable models can be constructed (2) for non-identifiable models, using a single set of best-fit parameter values is often used, ignoring the lack of certainty about parameters (3) partly mitigating non-identifiability by using families of a few hundred fits under the assumption that properties that are invariant across sets of parameters are of the greatest (4) applying rigorous sampling methods to recover the complete probability distribution of parameters, accounting for both experimental error and model non-identifiability, and then using the distribution in model-based prediction or model discrimination. BayesSB implements the fourth approach.

BayesSB is an algorithm and Python software package for estimating parameter distributions in reaction models of cellular biochemistry and for discriminating between models having different numbers of unknown parameters. The algorithm is described in detail in Eydgahi et al. Properties of cell death models calibrated and compared using Bayesian approaches. Mol Syst Biol (in review).

Read more about the method

Documentation

The code has extensive inline documentation. Once you have installed the package, run pydoc bayessb and pydoc bayessb.plot to view it.

The examples directory in the source distribution contains some simple BayesSB usage examples:

Download

You can obtain the source code with Git by running:

git clone git://github.com/sorgerlab/bayessb.git

Alternatively, you can download the code via the TAR/ZIP links above.

We also provide the original MATLAB version of the code via GitHub.

Authors

Hoda Eydgahi (hoda@mit.edu)
William Chen (wwchen@post.harvard.edu)
Jeremy L. Muhlich (jmuhlich@bitflood.org)