Section of Immunology, Imperial College School of Medicine, London, United Kingdom.
PLoS Comput Biol. 2012;8(2):e1002381. doi: 10.1371/journal.pcbi.1002381. Epub 2012 Feb 23.
Multidisciplinary techniques, in particular the combination of theoretical and experimental immunology, can address questions about human immunity that cannot be answered by other means. From the turnover of virus-infected cells in vivo, to rates of thymic production and HLA class I epitope prediction, theoretical techniques provide a unique insight to supplement experimental approaches. Here we present our opinion, with examples, of some of the ways in which mathematics has contributed in our field of interest: the efficiency of the human CD8+ T cell response to persistent viruses.
多学科技术,特别是理论免疫学和实验免疫学的结合,可以解决其他方法无法回答的有关人类免疫的问题。从体内病毒感染细胞的更新,到胸腺产生的速率和 HLA Ⅰ类表位预测,理论技术提供了独特的见解来补充实验方法。在这里,我们用实例介绍了数学在我们感兴趣的领域中的一些应用方式,例如人类 CD8+ T 细胞对持续性病毒的反应效率。