Signalling Entropy: a novel network-theoretical framework for systems analysis and interpretation of functional omic data
Andrew Teschendorff, Peter Sollich, Reimer Kuehn

TL;DR
This paper introduces signalling entropy, a new network-theoretical framework based on statistical mechanics, to analyze omic data and understand cellular systems, differentiation, and disease mechanisms like cancer.
Contribution
It proposes signalling entropy as a novel measure for systems biology analysis, linking it to cellular differentiation, cancer status, and drug resistance, grounded in statistical mechanical principles.
Findings
Signalling entropy discriminates cell differentiation and cancer states.
High signalling entropy correlates with drug resistance in cancer cells.
Entropy can identify vulnerabilities in cancer cells for targeted therapy.
Abstract
A key challenge in systems biology is the elucidation of the underlying principles, or fundamental laws, which determine the cellular phenotype. Understanding how these fundamental principles are altered in diseases like cancer is important for translating basic scientific knowledge into clinical advances. While significant progress is being made, with the identification of novel drug targets and treatments by means of systems biological methods, our fundamental systems level understanding of why certain treatments succeed and others fail is still lacking. We here advocate a novel methodological framework for systems analysis and interpretation of molecular omic data, which is based on statistical mechanical principles. Specifically, we propose the notion of cellular signalling entropy (or uncertainty), as a novel means of analysing and interpreting omic data, and more fundamentally, as…
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