Literature DB >> 2889292

Epidermal cell proliferation. II. A comprehensive mathematical model of cell proliferation and migration in the basal layer predicts some unusual properties of epidermal stem cells.

M Loeffler1, C S Potten, H E Wichmann.   

Abstract

The clustering of 3HTdR labelled cells in the epidermal basal layer and their changes with time have been modelled mathematically and cannot be adequately fitted by an earlier model of the cell kinetic organisation of the skin. A more refined model analysis was performed based on Monte Carlo computer simulations of cell layers which take cell division, cell aging and lateral as well as vertical cell migration into account. A large variety of hypothetical scenarios was tested to see if each could provide a fit to the clustering data. The analysis provides further support for the concept of a cell kinetic heterogeneity with a stem-transit-postmitotic differentiation scheme. In the best overall model scheme three transit divisions are predicted but unlike in the earlier model it is now postulated that postmitotic cells can be produced at all stages in the lineage rather than only at the end of the amplification scheme. Most important, the model predicts that stem cells and most of the transit cells differ in the way they process 3HTdR label. Grain dilution is an important mechanism to explain the fate of some labelled cells in the tissue, but on its own it can only consistently explain the data if the stem cells have a very low labelling index (LI less than or equal to 1%) which implies a very short biologically unreasonable S-phase. If a higher LI (longer S-phase) is assumed for the stem-cells other mechanisms must be predicted to explain the lack of large clusters and the increase in time of the singles. The selective segregation of chromosomes at mitosis is one such mechanism. However, on its own a large number of cells would have to behave in this way (i.e. both stem and T1 cells). If combined with other assumptions such as some grain dilution this selective segregation may be restricted only to stem cells. In addition the model allows cell production and migration rates to be estimated and the analysis can be related to the EPU-concept. Indeed the model itself would tend to automatically generate an EPU like structure. The model quantitatively reproduces LI, PLM, CL and clustering data.

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Year:  1987        PMID: 2889292

Source DB:  PubMed          Journal:  Virchows Arch B Cell Pathol Incl Mol Pathol        ISSN: 0340-6075


  14 in total

1.  Mathematical models of hierarchically structured cell populations under equilibrium with application to the epidermis.

Authors:  Nicholas J Savill
Journal:  Cell Prolif       Date:  2003-02       Impact factor: 6.831

2.  Modeling the effect of deregulated proliferation and apoptosis on the growth dynamics of epithelial cell populations in vitro.

Authors:  Jörg Galle; Markus Loeffler; Dirk Drasdo
Journal:  Biophys J       Date:  2004-10-08       Impact factor: 4.033

Review 3.  Unravelling stem cell dynamics by lineage tracing.

Authors:  Cédric Blanpain; Benjamin D Simons
Journal:  Nat Rev Mol Cell Biol       Date:  2013-07-17       Impact factor: 94.444

4.  An age-structured model of epidermis growth.

Authors:  Alberto Gandolfi; Mimmo Iannelli; Gabriela Marinoschi
Journal:  J Math Biol       Date:  2010-02-23       Impact factor: 2.259

5.  Modelling epidermis homoeostasis and psoriasis pathogenesis.

Authors:  Hong Zhang; Wenhong Hou; Laurence Henrot; Sylvianne Schnebert; Marc Dumas; Catherine Heusèle; Jin Yang
Journal:  J R Soc Interface       Date:  2015-02-06       Impact factor: 4.118

6.  Distinct contribution of stem and progenitor cells to epidermal maintenance.

Authors:  Guilhem Mascré; Sophie Dekoninck; Benjamin Drogat; Khalil Kass Youssef; Sylvain Broheé; Panagiota A Sotiropoulou; Benjamin D Simons; Cédric Blanpain
Journal:  Nature       Date:  2012-09-13       Impact factor: 49.962

Review 7.  Keratinocyte stem cells and the targets for nonmelanoma skin cancer.

Authors:  Ashok Singh; Heuijoon Park; Thaned Kangsamaksin; Anupama Singh; Nyssa Readio; Rebecca J Morris
Journal:  Photochem Photobiol       Date:  2012-01-31       Impact factor: 3.421

8.  The steady state of epidermis: mathematical modeling and numerical simulations.

Authors:  Alberto Gandolfi; Mimmo Iannelli; Gabriela Marinoschi
Journal:  J Math Biol       Date:  2016-04-16       Impact factor: 2.259

Review 9.  Epithelial stem cells in adult skin.

Authors:  Ana Mafalda Baptista Tadeu; Valerie Horsley
Journal:  Curr Top Dev Biol       Date:  2014       Impact factor: 4.897

10.  From single cells to tissue architecture-a bottom-up approach to modelling the spatio-temporal organisation of complex multi-cellular systems.

Authors:  J Galle; M Hoffmann; G Aust
Journal:  J Math Biol       Date:  2008-04-02       Impact factor: 2.259

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