Systems biology approach for gene set enrichment and topological analysis of Alzheimer's disease pathway

Ashwani Kumar, T. Singh
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引用次数: 1

Abstract

Deciphering the underlying mechanisms of all complex interactions involved in different signaling pathways is a pivotal step in the dissection and study of network-based data. Heuristic statistical solutions are conventionally used across the world to derive a meaningful perspective of the network based data by identifying related biological networks. However, classical pathway analysis gives us elusive results by ignoring important aspects of biology. To overcome the limitations of the classical analysis, we have implemented systems biology approach which includes enrichment analysis of Alzheimer's disease (AD) gene set and topological enrichment analysis. Exploration of pathway ranking and regression analysis on the basis of XD-Score and Fisher-q value is also elucidated. Topology-based enrichment studies gave us insight on important parameters such as shortest path length, node betweenness, degree, clustering coefficient, eigenvector centrality and their association in AD based statistical score which turned out to be significantly high (5.062) at a significant threshold (0.74). A linear fit in regression plot and enrichment in associated gene pathways were observed.
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阿尔茨海默病通路基因集富集和拓扑分析的系统生物学方法
破译所有涉及不同信号通路的复杂相互作用的潜在机制是解剖和研究基于网络的数据的关键一步。启发式统计解决方案通常在世界范围内使用,通过识别相关的生物网络来获得基于网络的数据的有意义的视角。然而,经典的途径分析忽略了生物学的重要方面,给了我们难以捉摸的结果。为了克服经典分析的局限性,我们实施了系统生物学方法,包括阿尔茨海默病(AD)基因集的富集分析和拓扑富集分析。探讨了基于XD-Score和Fisher-q值的途径排序和回归分析。基于拓扑的富集研究让我们深入了解了AD统计评分中的重要参数,如最短路径长度、节点间度、程度、聚类系数、特征向量中心性以及它们之间的关联,在显著阈值(0.74)下,AD的统计评分非常高(5.062)。回归图线性拟合,相关基因通路富集。
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