activity
20242026
collaborators

11 papers

q-bio.MN2026

Simulating is not always understanding: When model complexity obscures biology

Lendert Gelens, Alejandro Fábregas-Tejeda, Grant Ramsey +2

In cell biology, computational models of biological systems range from minimal representations with a handful of parameters to whole-cell simulations tracking thousands of molecula…

nlin.CD2026

The Belousov-Zhabotinsky reaction reveals two regimes of non-Arrhenius temperature scaling in relaxation oscillators

Simen Jacobs, Nikita Frolov, Panna Farkas +3

The period of biological and chemical oscillators scales with temperature in a characteristic way. Some oscillators are very well described by an Arrhenius law, while others show s…

q-bio.QM2026

Data-driven discovery of dynamical models in biology

Bartosz Prokop, Lendert Gelens

Dynamical systems theory provides a mathematical framework for describing how interacting biological components evolve over time and space, from molecular oscillators to large-scal…

nlin.CD2026

Isolas of limit cycles and birhythmicity induced by cooperative feedback in a glycolysis model

Fangyuan Wang, Lendert Gelens, Yancong Xu +1

We investigate how cooperative feedback shapes global oscillatory dynamics in a glycolysis model with product recycling and allosteric phosphofructokinase regulation. Using bifurca…

q-bio.MN2026

Understanding the temperature response of biological systems: Part II -- Network-level mechanisms and emergent dynamics

Simen Jacobs, Julian B. Voits, Nikita Frolov +2

Building on the phenomenological and microscopic models reviewed in Part I, this second part focuses on network-level mechanisms that generate emergent temperature response curves.…

q-bio.QM2026

Understanding the temperature response of biological systems: Part I -- Phenomenological descriptions and microscopic models

Simen Jacobs, Julian Voits, Nikita Frolov +2

Virtually every biological rate depends on temperature, yet the resulting rate-temperature relationships often deviate strongly from simple Arrhenius behavior. In this first part o…