We present algebraic expressions describing the predictions of a stochastic branching model for differentiation of hemopoietic progenitor cells. The
Stochastic model for multipotent hemopoietic progenitor differentiation
β Scribed by Kohichiro Tsuji; Tatsutoshi Nakahata
- Publisher
- John Wiley and Sons
- Year
- 1989
- Tongue
- English
- Weight
- 735 KB
- Volume
- 139
- Category
- Article
- ISSN
- 0021-9541
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β¦ Synopsis
In this study, the authors propose a stochastic model for multipotent hemopoietic progenitor differentiation, which assumes that there is a fixed probability (P) that a progenitor with a potential for differentiation along a particular lineage maintains the potential in each cell division in each daughter cell, and this differentiation process of each lineage proceeds independently. To examine the applicability of this model, a sequential micromanipulation of paired progenitors was carried out and followed by cytological examination of the cells contained in the colonies derived from these progenitors; then calculation was made of the ratio of the number of paired colonies containing cell(s) with a particular lineage to the number of paired colonies in which only one colony contained cell(s) with the lineage at the first and second cell division. The ratios were similar at the first and second cell division within each lineage. Furthermore, the frequences of each lineage in multilineage hemopoietic colonies were calculated using the P values obtained from these micromanipulation experiments. The expected frequencies were similar to those in the actual experiments. These results suggested that the stochastic model was applicable to multipotent hemopoietic progenitor differentiation.
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