Relating biomarkers and phenotypes using dynamical trap spaces
Samuel Pastva, Kyu Hyong Park, Jordan C. Rozum, Van-Giang Trinh, R\'eka Albert

TL;DR
This paper introduces a scalable, model-based framework using dynamical trap spaces in Boolean models to connect biomolecular network dynamics with cell phenotypes, aiding biomarker discovery and understanding cell states.
Contribution
It defines dynamical phenotypes as trap spaces in Boolean models, enabling efficient identification without full attractor enumeration and proposing a method to select informative biomarkers.
Findings
Dynamical phenotypes recover known cell types and states.
Method efficiently identifies phenotype-determining nodes.
Framework links model structure, inputs, and phenotypes.
Abstract
Connecting the dynamics of biomolecular networks to experimentally measurable cell phenotypes remains a central challenge in systems biology. Here we introduce a model-based definition of phenotype as a partial steady state that is committed to a certain dynamical outcome while otherwise being minimally constrained. We focus on Boolean models and define \emph{dynamical phenotypes} as complete trap spaces that maximally specify a chosen set of phenotype-determining nodes that correspond to biomarkers while keeping external inputs unconstrained. We show that dynamical phenotypes can be efficiently identified without full attractor enumeration. Using four published models, including a 70-node Boolean model of T cell differentiation, we show that dynamical phenotypes recover known cell types and activation states, and indicate the environmental conditions ensuring their existence. We also…
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Taxonomy
TopicsGene Regulatory Network Analysis · Cell Image Analysis Techniques · Mathematical Biology Tumor Growth
