Logic models to predict continuous outputs based on binary inputs with an application to personalized cancer therapy

Journal Article (2016)
Authors

Theo A. Knijnenburg (Institute for Systems Biology)

Gunnar W Klau (Centrum Wiskunde & Informatica (CWI))

Francesco Lorio (European Molecular Biology Laboratory)

Mathew J. Garnett (Wellcome Trust Sanger Institute)

Ultan McDermott (Wellcome Trust Sanger Institute)

I Shmulevich (Institute for Systems Biology)

LFA Wessels (Nederlands Kanker Instituut - Antoni van Leeuwenhoek ziekenhuis, TU Delft - Pattern Recognition and Bioinformatics)

Research Group
Pattern Recognition and Bioinformatics
Copyright
© 2016 Theo A. Knijnenburg, Gunnar W Klau, Francesco Lorio, Mathew J. Garnett, Ultan McDermott, I Shmulevich, L.F.A. Wessels
To reference this document use:
https://doi.org/10.1038/srep36812
More Info
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Publication Year
2016
Language
English
Copyright
© 2016 Theo A. Knijnenburg, Gunnar W Klau, Francesco Lorio, Mathew J. Garnett, Ultan McDermott, I Shmulevich, L.F.A. Wessels
Research Group
Pattern Recognition and Bioinformatics
Pages (from-to)
1-14
DOI:
https://doi.org/10.1038/srep36812
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Abstract

Mining large datasets using machine learning approaches often leads to models that are hard to interpret and not amenable to the generation of hypotheses that can be experimentally tested. We present ‘Logic Optimization for Binary Input to Continuous Output’ (LOBICO), a computational approach that infers small and easily interpretable logic models of binary input features that explain a continuous output variable. Applying LOBICO to a large cancer cell line panel, we find that logic combinations of multiple mutations are more predictive of drug response than single gene predictors. Importantly, we show that the use of the continuous information leads to robust and more accurate logic models. LOBICO implements the ability to uncover logic models around predefined operating points in terms of sensitivity and specificity. As such, it represents an important step towards practical application of interpretable logic models.