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Self-renewal without niche instruction, feedback or fine-tuning

Self-renewal without niche instruction, feedback or fine-tuning
Self-renewal without niche instruction, feedback or fine-tuning
To self-renew, stem cells must precisely balance proliferation and differentiation. Typically, this is achieved under feedback from the niche; yet many stem cells also possess an intrinsic self-renewal program that allows them to do so autonomously, as required. However, because self-renewal implies a stable equilibrium -- in which the expected stem cell number neither increases nor decreases over time -- this seems to require fine-tuning to a critical point. Here, we show that this is not the case: self-renewal can, in principle, be easily achieved without the need for extrinsic instruction, feedback or fine-tuning, by a simple 'dimerization cycle' that uses partitioning errors at cell division to reliably establish asymmetric divisions and perfectly balance symmetric divisions.
Macarthur, Benjamin D.
2c0476e7-5d3e-4064-81bb-104e8e88bb6b
Greulich, Philip
65da32ad-a73a-435a-86e0-e171437430a9
Macarthur, Benjamin D.
2c0476e7-5d3e-4064-81bb-104e8e88bb6b
Greulich, Philip
65da32ad-a73a-435a-86e0-e171437430a9

[Unknown type: UNSPECIFIED]

Record type: UNSPECIFIED

Abstract

To self-renew, stem cells must precisely balance proliferation and differentiation. Typically, this is achieved under feedback from the niche; yet many stem cells also possess an intrinsic self-renewal program that allows them to do so autonomously, as required. However, because self-renewal implies a stable equilibrium -- in which the expected stem cell number neither increases nor decreases over time -- this seems to require fine-tuning to a critical point. Here, we show that this is not the case: self-renewal can, in principle, be easily achieved without the need for extrinsic instruction, feedback or fine-tuning, by a simple 'dimerization cycle' that uses partitioning errors at cell division to reliably establish asymmetric divisions and perfectly balance symmetric divisions.

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2024.12.20.629654v2.full - Author's Original
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e-pub ahead of print date: 9 January 2025

Identifiers

Local EPrints ID: 498243
URI: http://eprints.soton.ac.uk/id/eprint/498243
PURE UUID: 50b08e9c-5137-42e4-b637-20c34211a472
ORCID for Benjamin D. Macarthur: ORCID iD orcid.org/0000-0002-5396-9750
ORCID for Philip Greulich: ORCID iD orcid.org/0000-0001-5247-6738

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Date deposited: 12 Feb 2025 17:54
Last modified: 13 Feb 2025 02:47

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