Competition between local erasure and long-range spreading of a single biochemical mark leads to epigenetic bistability
Marco Ancona, Davide Michieletto, Davide Marenduzzo

TL;DR
This paper introduces a stochastic model for epigenetic mark spreading that reveals a first-order transition and bistability between marked and unmarked states, providing insights into cell fate decisions.
Contribution
It presents a novel model analyzing the competition between local erasure and long-range spreading of a single epigenetic mark, highlighting phase transitions and bistability.
Findings
Identifies a first-order transition between marked and unmarked phases.
Demonstrates bistability with metastable states near the transition.
Shows a second transition to a mixed phase with increased basal rates.
Abstract
The mechanism through which cells determine their fate is intimately related to the spreading of certain biochemical (so-called epigenetic) marks along their genome. The mechanisms behind mark spreading and maintenance are not yet fully understood, and current models often assume a long-range infection-like process for the dynamics of marks, due to the polymeric nature of the chromatin fibre which allows looping between distant sites. While these existing models typically consider antagonising marks, here we propose a qualitatively different scenario which analyses the spreading of a single mark. We define a 1D stochastic model in which mark spreading/infection occurs as a long-range process whereas mark erasure/recovery is a local process, with an enhanced rate at boundaries of infected domains. In the limiting case where our model exhibits absorbing states, we find a first-order-like…
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