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PMID: 9176636 Published · ppublish English Journal Article Research Support, Non-U.S. Gov't

Clonality and life cycles of intestinal crypts explained by a state dependent stochastic model of epithelial stem cell organization.

Journal of theoretical biology ·Vol. 186 ·No. 1 ·1997-05-07 ·Pages 41-54

Loeffler M, Bratke T, Paulus U, Li YQ, Potten CS

Abstract

The organization and control of stem cells is a key issue in epithelial cell biology. The small intestinal murine crypt is a useful tissue to study such problems since stem cells are known to be located at specific positions at the bottom of the crypt where they are self maintaining. Recent data suggest, that (1) the number of active stem cells in a crypt can fluctuate, (2) the immediate progeny of a single stem cell can replace other stem cells eventually leading to monoclonality and (3) the life cycle of crypts may be linked to stem cell dynamics. It is the objective of this paper to suggest a stochastic state-dependent model of stem cell and crypt growth which can explain and-link these phenomena into one comprehensive framework. Monte Carlo simulations are performed to show consistently with available data. The model explains the size distribution of small intestinal crypts in steady state, the observations of stem cell fluctuations and monoclonality conversion, recovery of the crypt population after moderate damage and the rate of crypt fission and extinction. The key assumption of this model is an autoregulatory control of stem cell growth.

MeSH Terms
Animals Cell Cycle/physiology Clone Cells Epithelial Cells Homeostasis Intestines/cytology Mice Models, Biological Stem Cells/physiology
Authors & Affiliations
5 authors, click to expand affiliations / ORCID
Loeffler M
Institut für Medizinische Informatik, Statistik und Epidemiologie, Universität Leipzig, Germany.
Bratke T
Paulus U
Li Y Q
Potten C S
Article Info
Journal
Journal of theoretical biology
Abbr.
J Theor Biol
ISSN
0022-5193
Published
1997-05-07
Pages
41-54
Language
English
Region
England
NLM ID
0376342
Subset
IM
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