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A Model for the Regulation of Follicular Dendritic Cells Predicts Invariant Reciprocal-Time Decay of Post-Vaccine Antibody Response

机译:卵泡树突状细胞的调节模型预测疫苗后抗体反应的不变倒数时间衰减。

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摘要

Follicular dendritic cells (FDC) play a crucial role in the regulation of humoral immunity. They are believed to be responsible for long-term persistence of antibody, due to their role in antibody response induction and their ability to retain antigen in immunogenic form for long periods. In this article, a regulatory control model is proposed which links persistence of humoral immunity with cellular processes associated with FDCs. The argument is comprised of three elements. The first is a literature review of population-level studies of post-vaccination antibody persistence. It is found that reciprocal-time (∝ 1/t) decay of antibody levels is widely reported, over a range of ages, observation times, and vaccine types. The second element is a mathematical control model for cell population decay for which reciprocal-time decay is a stable attractor. Additionally, control effectors are easily identified, leading to models of homeostatic control of the reciprocal-time decay rate. The final element is a literature review of FDC functionality. This reveals a striking concordance between cell properties required by the model and those widely observed of FDCs, some of which are unique to this cell type.The proposed model is able to unify a wide range of disparate observations of FDC function under one regulatory principle, and to characterize precisely forms of FDC regulation and dysregulation. Many infectious and immunological diseases are increasingly being linked to FDC regulation, therefore a precise understanding of the underlying mechanisms would be of significant benefit for the development of new therapies.
机译:滤泡树突状细胞(FDC)在体液免疫的调节中起着至关重要的作用。由于它们在抗体应答诱导中的作用以及它们以免疫原性形式长期保留抗原的能力,因此认为它们负责抗体的长期持久性。在本文中,提出了一种调节控制模型,该模型将体液免疫的持续性与与FDC相关的细胞过程联系起来。论点包括三个要素。首先是对疫苗接种后抗体持久性人群水平研究的文献综述。据发现,在一定的年龄,观察时间和疫苗类型范围内,抗体水平的倒数倒计时(∝ 1 / t)下降。第二个元素是细胞种群衰减的数学控制模型,其倒数倒数是稳定的吸引子。另外,控制效应器易于识别,从而建立了倒数时间衰减率的稳态控制模型。最后一个要素是对FDC功能的文献综述。这揭示了模型所需的细胞特性与FDC广泛观察到的细胞特性之间惊人的一致性,其中某些是该细胞类型所独有的。提出的模型能够在一个调节原理下统一FDC功能的各种不同观察结果,并准确表征FDC调节和调节异常的形式。许多传染性和免疫性疾病正越来越多地与FDC监管联系起来,因此,对潜在机制的准确了解将对开发新疗法具有重大意义。

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    Anthony Almudevar;

  • 作者单位
  • 年(卷),期 -1(95),9
  • 年度 -1
  • 页码 832–842
  • 总页数 26
  • 原文格式 PDF
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