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The Mathematical and Computational Modelling of Cytokine Networks

The Mathematical and Computational Modelling of Cytokine Networks
细胞因子网络的数学和计算模型
批准号:
2580878
负责人:
金额:
$0.0万
依托单位:
依托单位国家:
英国
项目类别:
Studentship
财政年份:
2021
资助国家:
英国
项目状态:
未结题
起止时间:
2021 至 --

项目摘要

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中文摘要
翻译
免疫系统呈现出一个复杂的多尺度网络,包括细胞、细胞间和细胞内的成分,并作为多尺度连接和信号传导的范例;从细胞到细胞,细胞因子到细胞,细胞内的化学物质到化学物质。特别是细胞因子是扩散信号分子在免疫系统的基本重要性,协调不同的免疫细胞之间的通信。细胞因子的相互作用可以概括为一个复杂的网络,覆盖着一个动态系统,因此经常被表示为非线性常微分方程的耦合系统。这个博士项目的目的之一是研究和理解模型选择和参数估计中的网络不确定性问题,从实验数据推断细胞因子网络,以及使用动力系统理论来简化和研究所得模型。例如,这项工作的进一步目标将是研究在时空扰动存在下这种网络上动力系统的稳定性。最终目的是将这种理解应用于询问模型研究,研究患者反应的时间动态,以及潜在生物标志物的行为,在细胞因子靶向治疗自身免疫性和炎症性疾病的背景下。最初的研究将检查与炎性肠病相关的细胞因子图谱的扰动研究中推断的网络相关的动力系统,这些研究是在来自健康人类供体的体外单核细胞中观察到的,这些供体是通过牛津胃肠生物库(11/YH/0020和16/YH/0247)[1]招募的。基于该平台数据的进一步网络推理研究可以考虑,也可以考虑来自牛津大学肯尼迪风湿病研究所关节炎治疗加速计划的类似数据集。这项研究的影响将是开发方法,利用多维摄动研究合理地开发细胞因子相互作用的计算机模型,从而为系统地告知自身免疫疾病细胞因子治疗干预的潜在目标提供范围。这项研究的新颖之处在于系统地使用网络、动力系统和贝叶斯推理理论来研究细胞因子的大系统,并与EPSRC的数学生物学、非线性系统以及统计学和应用概率领域保持一致。最后,该项目将涉及与葛兰素史克公司的研究人员进行广泛的互动,葛兰素史克公司通过EPSRC iCASE奖为该学生提供部分资金。
英文摘要
The immune system presents a complex multi-scale network, with cellular, inter- and intra-cellular components and serves as an exemplar of multiscale connectivity and signalling; from cell to cell, cytokine to cell and chemical to chemical within cells. In particular the cytokines are diffusing signaling molecules of fundamental importance in the immune system that orchestrate the communication among diverse immunological cells. Cytokine interactions may be summarised in terms of complex networks, overlaid with a dynamical system and thus often represented as coupled systems of nonlinear ordinary differential equations. One aim of this doctoral project will be to examine and understand the problem of network uncertainty for model selection and parameter estimation in inferring cytokine networks from experimental data, as well as the use of dynamical system theory to simplify and investigate the resulting models. For instance, a further aim of this work will be to investigate the stability of dynamical systems on such networks in the presence of temporal and spatial perturbations. A final aim will be to apply such understanding to interrogating modelling studies investigating the temporal dynamics of patient responses, and the behaviour of potential biomarkers, in the context of cytokine-targeting treatments for autoimmune and inflammatory diseases.The initial studies will examine the dynamical system associated with the inferred network from a perturbation study of the cytokine profiles relevant to inflammatory bowel disease that are observed within in-vitro monocytes sourced from healthy human donors, who had been recruited via the Oxford gastrointestinal biobank (11/YH/0020 and 16/YH/0247) [1]. Further network inference studies based on this data from either this platform may be considered or similar datasets from the Arthritis Therapy Acceleration Programme, that is being run within the Kennedy Institute of Rheumatology at the University of Oxford. The study impact will be in developing methodologies for the rational development of in silico models for cytokine interactions using multidimensional perturbation studies, in turn offering the scope for systematically informing potential targets for intervention in cytokine treatments for auto-immune disorders. The novelty of this study concerns the systematic use of the theory underlying networks, dynamical systems and Bayesian inference for the study of large systems of cytokines and aligns with the EPSRC areas of mathematical biology, nonlinear systems together with statistics and applied probability. Finally the project will involve extensive interaction with researchers from GlaxoSmithKline, who are part funding the studentship via an EPSRC iCASE award.
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Computational Methods for Analyzing Toponome Data