Replicator Dynamics of of Cancer Stem Cell; Selection in the Presence of Differentiation and Plasticity
Kamran Kaveh, Mohammad Kohandel, Siv Sivaloganathan

TL;DR
This paper develops a mathematical model to understand how cancer stem cell dynamics, including differentiation and dedifferentiation, influence mutant invasion success and population composition in hierarchical tissues.
Contribution
It introduces a three-compartment Moran model incorporating differentiation and plasticity, revealing how these factors affect mutant fitness and invasion conditions.
Findings
High dedifferentiation rates can enable disadvantageous mutants to dominate.
Differentiation and plasticity significantly alter mutant invasion thresholds.
The phase diagram maps conditions for mutant advantage or disadvantage.
Abstract
Stem cells have the potential to produce lineages of non-stem cell populations (differentiated cells) via a ubiquitous hierarchal division scheme. Differentiation of a stem cell into (partially) differentiated cells can happen either symmetrically or asymmetrically. The selection dynamics of a mutant cancer stem cell should be investigated in the light of a stem cell proliferation hierarchy and presence of a non-stem cell population. By constructing a three-compartment Moran-type model composed of normal stem cells, mutant (cancer) stem cells and differentiated cells, we derive the replicator dynamics of stem cell frequencies where asymmetric differentiation and differentiated cell death rates are included in the model. We determine how these new factors change the conditions for a successful mutant invasion and discuss the variation on the steady state fraction of the population as…
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