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生化网络中的守恒分析:软件编写者面临的计算问题。

Conservation analysis in biochemical networks: computational issues for software writers.

作者信息

Sauro Herbert M, Ingalls Brian

机构信息

Keck Graduate Institute, 535 Watson Drive, Claremont, CA 91711, USA.

出版信息

Biophys Chem. 2004 Apr 1;109(1):1-15. doi: 10.1016/j.bpc.2003.08.009.

Abstract

Large scale genomic studies are generating significant amounts of data on the structure of cellular networks. This is in contrast to kinetic data, which is frequently absent, unreliable or fragmentary. There is, therefore, a desire by many in the community to investigate the potential rewards of analyzing the more readily available topological data. This brief review is concerned with a particular property of biological networks, namely structural conservations (e.g. moiety conserved cycles). There has been much discussion in the literature on these cycles but a review on the computational issues related to conserved cycles has been missing. This review is concerned with the detection and characterization of conservation relations in arbitrary networks and related issues, which impinge on simulation simulation software writers. This review will not address flux balance constraints or small-world type analyses in any significant detail.

摘要

大规模基因组研究正在生成大量关于细胞网络结构的数据。这与动力学数据形成对比,动力学数据常常缺失、不可靠或不完整。因此,该领域许多人希望探究分析更容易获取的拓扑数据可能带来的好处。这篇简短的综述关注生物网络的一个特殊性质,即结构保守性(例如部分保守循环)。文献中对这些循环已有诸多讨论,但缺少关于与保守循环相关的计算问题的综述。本综述关注任意网络中保守关系的检测与表征以及相关问题,这些问题会影响模拟软件编写者。本综述不会详细讨论通量平衡约束或小世界类型分析。

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