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The paper introduces a damage-structured partial differential equation (PDE) model to simulate stem cell hierarchies where transit-amplifying or differentiated cells can dedifferentiate back into stem-like states. This approach integrates a nonlocal delta-function kernel partitioning scheme to conserve total damage while accounting for biological asymmetries in lineage progression. The model addresses how this plasticity supports tissue regeneration but may also accelerate aging and increase cancer risk when combined with accumulated cellular damage.

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Abstract

Stem cells maintain tissue integrity through a balance of self-renewal, differentiation, and loss of function due to aging or stress. Recent studies demonstrate that the stem cell hierarchy is not fixed. Transit-amplifying or terminally differentiated cells can dedifferentiate back into stem-like states. Such plasticity supports regeneration but, when combined with damage accumulation, may also accelerate aging and increase cancer risk. Motivated by these findings, we develop a damage-structured PDE model of a two-compartment lineage consisting of stem and terminally differentiated cells. The model incorporates dedifferentiation, together with a nonlocal δ -function kernel partitioning scheme that conserves total damage and encodes biologically motivated asymmetries. Methodologically, we emphasize reproducibility and robustness on three fronts. First, the δ -kernel partitioning prevents the unbounded drift that arises in local models while preserving conservation. Second, a conservative finite-volume discretization with upwind fluxes and verified first-order accuracy ensures stability and exact mass balance, as confirmed by manufactured-solution tests. Third, distributional metrics and systematic parameter sweeps provide reproducible ways to quantify lineage-level damage dynamics under varying dedifferentiation and repair conditions. These analyses show that threshold-dependent and repair-modulated dedifferentiation both act as protective mechanisms: the former functions as a ‘detoxification loop’ that recycles high-damage cells, and the latter reduces the damage burden imported during dedifferentiation. Together, they mitigate aging-inducing effects. Parameter sweeps further delineate when dedifferentiation stabilizes tissue maintenance versus when it drives aging-like dynamics. Overall, our reproducible framework integrates biological insights on stem-cell plasticity and damage segregation with rigorous mathematical modeling, providing a foundation for experimental validation and therapeutic strategies targeting stem-cell aging and cancer initiation.

Key findings

  • Dedifferentiation acts as a dual-edged mechanism that facilitates tissue regeneration under stress but can propagate damage accumulation to accelerate aging.
  • A nonlocal delta-function kernel partitioning scheme effectively prevents unbounded drift observed in local models while strictly conserving total cellular damage.
  • The model successfully encodes biologically motivated asymmetries within a two-compartment lineage consisting of stem and terminally differentiated cells.

Keywords

Stem cellCell biologyRobustness (evolution)Regeneration (biology)Computational biologyDiscretization

Identifiers

Journal
PLOS One
Year
2026