Memory-driven topological ordering during the transition from dormant to migrating epithelia
Pith reviewed 2026-05-25 03:00 UTC · model grok-4.3
The pith
Quiescent epithelial monolayers store spatially contractile stresses as mechanical memory that nucleates extensile asters upon reactivation, driving rapid topological defect coarsening.
A machine-rendered reading of the paper's core claim, the machinery that carries it, and where it could break.
Core claim
Quiescent epithelial monolayers store spatially contractile stresses that function as a form of mechanical memory. Upon serum-induced reactivation, these pre-stressed regions nucleate extensile asters that emit propagating polarity domain walls. Along these interfaces, topological defects are created, advected and annihilated, leading to defect coarsening with faster kinetics than by elastic interactions. An active elastic model quantitatively reproduces the observed dynamics and identifies stored stress as the origin of rapid topological reorganization.
What carries the argument
Spatially contractile stresses stored in quiescent monolayers that nucleate extensile asters emitting propagating polarity domain walls.
If this is right
- Defect coarsening proceeds via creation, advection, and annihilation along polarity domain walls rather than elastic interactions.
- Kinetics of topological ordering exceed those expected from elastic forces alone.
- The transition is driven by release of pre-stored mechanical memory upon reactivation.
- An active elastic model accounts for the full dynamics when stored stress is included as the initiating term.
Where Pith is reading between the lines
- The memory could let tissues retain positional information across dormancy periods, enabling faster coordinated responses in wound healing than random activation would allow.
- Similar pre-stored stress patterns might appear in other quiescent-to-migratory shifts, such as those in cancer invasion, and could be tested by mapping stress before and after transition.
- Disrupting the contractile pattern in the dormant state without affecting reactivation itself would directly test whether memory is required for the observed speed of ordering.
- This route supplies a distinct class of active-matter transitions separate from density-driven unjamming or alignment-driven flocking.
Load-bearing premise
The contractile stresses measured in the quiescent state are pre-stored from the dormant phase and causally nucleate the asters upon reactivation.
What would settle it
Direct measurement showing contractile stresses appear only after serum addition, or an experiment where stored stress is prevented from forming yet reactivation still produces asters and fast coarsening, would falsify the memory mechanism.
read the original abstract
Transitions from quiescence to collective migration in epithelia underlie wound healing and cancer invasion, yet their physical origin remains poorly understood. Here we show that quiescent epithelial monolayers store spatially contractile stresses that function as a form of mechanical memory. Upon serum-induced reactivation, these pre-stressed regions nucleate extensile asters that emit propagating polarity domain walls. Along these interfaces, topological defects are created, advected and annihilated, leading to defect coarsening with faster kinetics than by elastic interactions. An active elastic model quantitatively reproduces the observed dynamics and identifies stored stress as the origin of rapid topological reorganization. Our results establish a mechanism in which mechanical memory in quiescent epithelia triggers active stress release, driving collective migration via rapid topological ordering, distinct from conventional unjamming and flocking transitions.
Editorial analysis
A structured set of objections, weighed in public.
Referee Report
Summary. The manuscript claims that quiescent epithelial monolayers store spatially contractile stresses functioning as mechanical memory; upon serum-induced reactivation these pre-stressed regions nucleate extensile asters that emit propagating polarity domain walls, along which topological defects are created, advected and annihilated, producing defect coarsening with kinetics faster than elastic interactions alone. An active elastic model is shown to quantitatively reproduce the observed dynamics and to identify stored stress as the origin of the rapid topological reorganization, establishing a mechanism distinct from conventional unjamming or flocking transitions.
Significance. If the central causal claim holds, the work identifies a concrete physical route by which mechanical memory in dormant epithelia can trigger collective migration via active stress release and topological ordering. The quantitative reproduction by the active elastic model constitutes a clear strength, as does the explicit contrast with existing transition mechanisms.
major comments (2)
- [Abstract] Abstract and experimental methods: the claim that contractile stresses measured in the quiescent state are pre-stored during dormancy and causally nucleate asters upon reactivation (rather than arising concurrently with serum addition) is load-bearing for the central thesis, yet the manuscript provides no time-resolved stress maps immediately before versus after serum addition, nor perturbations (e.g., timed myosin inhibition) that preserve pre-stress while blocking new stress generation.
- [Model] Model description: the statement that the active elastic model 'identifies stored stress as the origin' requires clarification on whether the stress field used to initialize the model is extracted independently of the parameters that are subsequently fitted to the reactivation dynamics; if the same data inform both, the identification reduces to a consistency check.
minor comments (2)
- Figure captions should explicitly state the number of independent monolayers and the statistical test used for any reported error bars or p-values.
- Notation for the polarity field and the active stress tensor should be introduced once with a clear definition before being used in the model equations.
Simulated Author's Rebuttal
We thank the referee for their careful reading of the manuscript and for highlighting the central claims that require stronger support or clarification. We respond to each major comment below.
read point-by-point responses
-
Referee: [Abstract] Abstract and experimental methods: the claim that contractile stresses measured in the quiescent state are pre-stored during dormancy and causally nucleate asters upon reactivation (rather than arising concurrently with serum addition) is load-bearing for the central thesis, yet the manuscript provides no time-resolved stress maps immediately before versus after serum addition, nor perturbations (e.g., timed myosin inhibition) that preserve pre-stress while blocking new stress generation.
Authors: We agree that direct time-resolved stress maps spanning the moment of serum addition, together with targeted perturbations that isolate pre-existing stress, would provide the strongest causal demonstration. Our current data consist of stress maps acquired in the fully quiescent state followed by imaging of aster nucleation sites after serum addition; the observed spatial coincidence between high-contractility regions and subsequent aster locations forms the basis for the pre-storage interpretation. We do not possess immediate post-addition stress fields because of the finite time for serum diffusion and the experimental protocol. We have added a dedicated paragraph in the revised discussion that explicitly states this limitation, notes the correlative nature of the present evidence, and outlines how timed myosin inhibition experiments could be performed in future work. The central claim is therefore softened from definitive causation to a well-supported inference pending those additional measurements. revision: partial
-
Referee: [Model] Model description: the statement that the active elastic model 'identifies stored stress as the origin' requires clarification on whether the stress field used to initialize the model is extracted independently of the parameters that are subsequently fitted to the reactivation dynamics; if the same data inform both, the identification reduces to a consistency check.
Authors: The initial stress field supplied to the simulations is taken directly from the experimental traction-force maps recorded on quiescent monolayers before any serum is added. These maps are never used in the subsequent parameter-fitting step. The active and elastic parameters are instead determined by matching the simulated time evolution of defect positions, velocities, and coarsening rates to the corresponding experimental quantities measured after serum reactivation. We have revised the model-methods subsection to state this separation of data sources explicitly and to emphasize that the identification of stored stress as the driver is therefore not a mere consistency check. revision: yes
Circularity Check
Model 'identification' of stored stress as origin reduces to reproduction of data-fitted inputs
specific steps
-
fitted input called prediction
[Abstract]
"An active elastic model quantitatively reproduces the observed dynamics and identifies stored stress as the origin of rapid topological reorganization."
The model is calibrated to reproduce the measured dynamics (including stress fields extracted from the same quiescent-to-reactivated monolayers), after which the fitted stresses are declared the causal origin; the identification is therefore a direct consequence of the input data rather than an independent result.
full rationale
The abstract states that an active elastic model 'quantitatively reproduces the observed dynamics and identifies stored stress as the origin'. This matches the fitted-input-called-prediction pattern: stresses measured in the quiescent state are incorporated into the model to match the reactivation dynamics, after which the same stresses are interpreted as the causal 'memory' origin. No independent first-principles derivation or external validation separates pre-existing stress from concurrent reactivation effects, so the identification is a consistency check on the fitted inputs rather than a new prediction. No self-citations or other enumerated circularity patterns are evident from the provided text.
Axiom & Free-Parameter Ledger
axioms (1)
- domain assumption Epithelial monolayers in the quiescent state can maintain spatially heterogeneous contractile stresses that persist until reactivation.
Reference graph
Works this paper leans on
-
[1]
Collective migration modes in development, tissue repair and cancer
Cheung KJ, Horne-Badovinac S. Collective migration modes in development, tissue repair and cancer. Nature Reviews Molecular Cell Biology. 2025;p. 1–18
work page 2025
-
[2]
Long-range order in a two-dimensional dynamical XY model: how birds fly together
Toner J, Tu Y. Long-range order in a two-dimensional dynamical XY model: how birds fly together. Physical review letters. 1995;75(23):4326
work page 1995
-
[3]
Flocks, herds, and schools: A quantitative theory of flocking
Toner J, Tu Y. Flocks, herds, and schools: A quantitative theory of flocking. Physical review E. 1998;58(4):4828. 14
work page 1998
-
[4]
Coarsening in the two-dimensional incompressible Toner– Tu equation: Signatures of turbulence
Rana N, Perlekar P. Coarsening in the two-dimensional incompressible Toner– Tu equation: Signatures of turbulence. Physical Review E. 2020 Septem- ber;102(3):032617
work page 2020
-
[5]
Topology-driven ordering of flocking matter
Chardac A, Hoffmann LA, Poupart Y, Giomi L, Bartolo D. Topology-driven ordering of flocking matter. Physical Review X. 2021;11(3):031069
work page 2021
-
[6]
Coarsening dynamics of aster defects in model polar active matter
Mondal S, Popli P, Sarkar S. Coarsening dynamics of aster defects in model polar active matter. Soft Matter. 2025;21(1):77–86
work page 2025
-
[7]
Cell migration driven by cooperative substrate deformation patterns
Angelini TE, Hannezo E, Trepat X, Fredberg JJ, Weitz DA. Cell migration driven by cooperative substrate deformation patterns. Physical review letters. 2010;104(16):168104
work page 2010
-
[8]
Glass- like dynamics of collective cell migration
Angelini TE, Hannezo E, Trepat X, Marquez M, Fredberg JJ, Weitz DA. Glass- like dynamics of collective cell migration. Proceedings of the National Academy of Sciences. 2011;108(12):4714–4719
work page 2011
-
[9]
Phase transition in the collective migration of tissue cells: Experiment and model
Szab´ o B, Sz¨ oll¨ osi G, G¨ onci B, Jur´ anyi Z, Selmeczi D, Vicsek T. Phase transition in the collective migration of tissue cells: Experiment and model. Physical Review E—Statistical, Nonlinear, and Soft Matter Physics. 2006;74(6):061908
work page 2006
-
[10]
Unjam- ming and cell shape in the asthmatic airway epithelium
Park JA, Kim JH, Bi D, Mitchel JA, Qazvini NT, Tantisira K, et al. Unjam- ming and cell shape in the asthmatic airway epithelium. Nature materials. 2015;14(10):1040–1048
work page 2015
-
[11]
Dynamic heterogeneity and hidden fluidity in dense epithelial tissues
Shen Y, Xi W, M` ege RM, Kob W, Ladoux B. Dynamic heterogeneity and hidden fluidity in dense epithelial tissues. Science Advances. 2026;12(18):eaec3773
work page 2026
-
[12]
Topology- guided polar ordering of collective cell migration
L˚ ang E, L˚ ang A, Blicher P, Rognes T, Dommersnes PG, Bøe SO. Topology- guided polar ordering of collective cell migration. Science advances. 2024;10(16):eadk4825
work page 2024
-
[13]
Flocking and giant fluctuations in epithelial active solids
Shen Y, O’byrne J, Schoenit A, Maitra A, M` ege RM, Voituriez R, et al. Flocking and giant fluctuations in epithelial active solids. Proceedings of the National Academy of Sciences. 2025;122(16):e2421327122
work page 2025
-
[14]
Angheluta L, L˚ ang A, L˚ ang E, Bøe SO. Full-Integer Topological Defects in Polar Active Matter: From Collective Migration to Tissue Patterning. Annual Review of Condensed Matter Physics. 2025;17
work page 2025
-
[15]
L˚ ang E, Pedersen C, L˚ ang A, Blicher P, Klungland A, Carlson A, et al. Mechanical coupling of supracellular stress amplification and tissue fluidization during exit from quiescence. Proceedings of the National Academy of Sciences. 2022;119(32):e2201328119. 15
work page 2022
-
[16]
L˚ ang E, Po le´ c A, L˚ ang A, Valk M, Blicher P, Rowe AD, et al. Coordinated col- lective migration and asymmetric cell division in confluent human keratinocytes without wounding. Nature communications. 2018;9(1):3665
work page 2018
-
[17]
Abdo H, Barzaghi L, Shen Y, Bellini E, Martini E, Magni S, et al. De Novo Gene Transcription of Connexin Mediates Cytoplasmic Fluid Exchange and Flocking Transitions in Physiological and Cancerous Epithelial Systems. Advanced Science. 2026;13(6):e08648
work page 2026
-
[18]
A unified field theory of topological defects and non-linear local excitations
Skogvoll V, Rønning J, Salvalaglio M, Angheluta L. A unified field theory of topological defects and non-linear local excitations. npj Computational Materials. 2023;9(1):122
work page 2023
-
[19]
Coarsening dynamics of the XY model
Yurke B, Pargellis A, Kovacs T, Huse D. Coarsening dynamics of the XY model. Physical Review E. 1993;47(3):1525
work page 1993
-
[20]
Self- aligning polar active matter
Baconnier P, Dauchot O, D´ emery V, D¨ uring G, Henkes S, Huepe C, et al. Self- aligning polar active matter. Reviews of Modern Physics. 2025;97(1):015007
work page 2025
-
[21]
Normal keratinization in a spontaneously immortalized aneuploid human keratinocyte cell line
Boukamp P, Petrussevska RT, Breitkreutz D, Hornung J, Markham A, Fusenig NE. Normal keratinization in a spontaneously immortalized aneuploid human keratinocyte cell line. Journal of Cell Biology. 1988 03;106(3):761–771. 16
work page 1988
discussion (0)
Sign in with ORCID, Apple, or X to comment. Anyone can read and Pith papers without signing in.