As models of immune system dynamics are developed, it is important to validate them with specific experimental data in order to understand their shortcomings and guide them toward becoming predictive. In this paper, we examine whether a particular mathematical model of germinal center dynamics, prop
Recycling Probability and Dynamical Properties of Germinal Center Reactions
β Scribed by MICHAEL MEYER-HERMANN; ANDREAS DEUTSCH; MICHAL OR-GUIL
- Publisher
- Elsevier Science
- Year
- 2001
- Tongue
- English
- Weight
- 440 KB
- Volume
- 210
- Category
- Article
- ISSN
- 0022-5193
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β¦ Synopsis
We introduce a new model for the dynamics of centroblasts and centrocytes in a germinal center. The model reduces the germinal center reaction to the elements considered as essential and embeds proliferation of centroblasts, point mutations of the corresponding antibody types represented in a shape space, di!erentiation to centrocytes, selection with respect to initial antigens, di!erentiation of positively selected centrocytes to plasma or memory cells and recycling of centrocytes to centroblasts. We use exclusively parameters with a direct biological interpretation such that, once determined by experimental data, the model gains predictive power. Based on the experiment of Han et al. (1995b) we predict that a high rate of recycling of centrocytes to centroblasts is necessary for the germinal center reaction to work reliably. Furthermore, we "nd a delayed start of the production of plasma and memory cells with respect to the start of point mutations, which turns out to be necessary for the optimization process during the germinal center reaction. The dependence of the germinal center reaction on the recycling probability is analysed.
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