Q-Bio — Pe explores the fascinating intersection where physics meets living systems, using mathematical models to decode how biological structures behave and evolve. This field applies rigorous physical principles to understand everything from protein folding to cellular mechanics, offering a quantitative lens on life's most complex processes.

At Gist.Science, we continuously process every new preprint in this category directly from arXiv to make these groundbreaking findings accessible to everyone. For each paper, we provide both a clear, plain-language overview for general readers and a detailed technical summary for specialists, ensuring no insight is lost in translation.

Below are the latest papers in this dynamic field, freshly summarized to help you navigate the cutting edge of physical biology.

🧬 biology

A Mathematical Model of Dengue Transmission Incorporating Hospital Capacity and Threshold-Based Fogging Interventions

This paper presents a non-smooth ordinary differential equation model of dengue transmission that integrates finite hospital capacity and threshold-triggered fogging interventions, revealing how these state-dependent constraints and control policies generate complex dynamics like oscillatory outbreaks and bifurcations to guide the design of effective, resource-aware intervention strategies.

Dipo Aldila, Joseph Páez Chávez, Aytül Gökçe, Thomas Götz, Burcu Gürbüz2026-07-21
🧬 biology

A New Method to Predict the Effect of an Intervention in the Host Population to Reduce the Magnitude of an Outbreak of a Vector-Borne Infection

This paper proposes a deterministic, steady-state-independent model that leverages the observed stability of age-dependent case distributions across varying outbreak intensities in Brazil to estimate the efficacy of interventions, such as dengue vaccines, and determine optimal vaccination strategies.

Francisco Antônio Bezerra Coutinho, Marcos Amaku, Esper Georges Kallas, Eduardo Massad2026-07-20
🧬 biology

Classes of phylogenetic networks that are robust to root placement

This paper defines and characterizes classes of unrooted phylogenetic networks that remain valid or retain specific structural properties regardless of root placement, establishing that robust orientability requires the absence of sink components while robustly maintaining properties like being tree-child, stack-free, or normal imposes increasingly strict constraints, ultimately reducing to level-1 or tree structures.

Thomas Britz, Michael Hendriksen, Kaitlyn O'Reilly2026-07-20
🧬 biology

Evolutionary path dependence of semantic complexity

This paper proposes a distinction between syntactic and semantic complexity to argue that evolutionary paths toward optimal fitness are path-dependent, resulting in either a driven mode where both complexities rise together or an entropic mode where syntactic complexity drifts upward under near-neutral conditions, ultimately determining whether lineages achieve high fitness with minimal or excessive structural elaboration.

Elliot M. Butterworth, Tim Rogers, Matthew A. Wills2026-07-20
🌀 nonlinear sciences

Redefining Fitness: Inference, Information and Phase Transitions in Evolutionary Dynamics

This paper resolves fundamental issues in evolutionary theory by redefining fitness as a Bayesian likelihood, demonstrating that natural selection acts to maximize the mutual information between population structure and environmental statistics, thereby establishing information maximization as the governing principle of evolution.

Luís MA Bettencourt, Brandon J Grandison, Jordan T Kemp2026-07-16✓ Author reviewed