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从稳定同位素测量估计的代谢通量置信区间的确定。

Determination of confidence intervals of metabolic fluxes estimated from stable isotope measurements.

作者信息

Antoniewicz Maciek R, Kelleher Joanne K, Stephanopoulos Gregory

机构信息

Department of Chemical Engineering, Bioinformatics and Metabolic Engineering Laboratory, Massachusetts Institute of Technology, 77 Massachusetts Avenue, Cambridge MA 02139, USA.

出版信息

Metab Eng. 2006 Jul;8(4):324-37. doi: 10.1016/j.ymben.2006.01.004. Epub 2006 Apr 24.

Abstract

Metabolic fluxes, estimated from stable isotope studies, provide a key to quantifying physiology in fields ranging from metabolic engineering to the analysis of human metabolic diseases. A serious drawback of the flux estimation method in current use is that it does not produce confidence limits for the estimated fluxes. Without this information it is difficult to interpret flux results and expand the physiological significance of flux studies. To address this shortcoming we derived analytical expressions of flux sensitivities with respect to isotope measurements and measurement errors. These tools allow the determination of local statistical properties of fluxes and relative importance of measurements. Furthermore, we developed an efficient algorithm to determine accurate flux confidence intervals and demonstrated that confidence intervals obtained with this method closely approximate true flux uncertainty. In contrast, confidence intervals approximated from local estimates of standard deviations are inappropriate due to inherent system nonlinearities. We applied these methods to analyze the statistical significance and confidence of estimated gluconeogenesis fluxes from human studies with [U-13C]glucose as tracer and found true limits for flux estimation in specific human isotopic protocols.

摘要

通过稳定同位素研究估算的代谢通量,为量化从代谢工程到人类代谢疾病分析等领域的生理学提供了关键。当前使用的通量估算方法的一个严重缺陷是,它不会为估算的通量产生置信区间。没有这些信息,就难以解释通量结果并扩展通量研究的生理学意义。为了解决这一缺点,我们推导了通量对同位素测量和测量误差的敏感性的解析表达式。这些工具可以确定通量的局部统计特性以及测量的相对重要性。此外,我们开发了一种高效算法来确定准确的通量置信区间,并证明用这种方法获得的置信区间非常接近真实的通量不确定性。相比之下,由于固有的系统非线性,从标准差的局部估计近似得到的置信区间是不合适的。我们应用这些方法分析了以[U-13C]葡萄糖为示踪剂的人体研究中估计的糖异生通量的统计显著性和置信度,并在特定的人体同位素实验方案中找到了通量估计的真实极限。

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