利用时程和校准数据估计浓度响应函数和变点。

Biostatistics and biometrics open access journal Pub Date : 2019-03-01 Epub Date: 2019-03-18
B Qiang, A Abdalla, S Morgan, P Hashemi, E Peña
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引用次数: 0

摘要

本文研究了确定化学物质的浓度与时间的函数关系的问题。在测量化学物质(标本)的实验装置上施用干预药物。假设这种药物在干预后的一段时间内引起化学物质浓度水平的变化。然而,浓度值不能直接测量,而是可以测量替代响应。在时间过程研究中,使用具有不同行为的不同电极来测量这种替代反应。为了利用这些由不同电极(传感器)产生的替代测量,进行了一项校准研究,测量已知浓度水平下不同电极的替代响应。基于时间过程和标定数据集,提出了一种估计信号函数和滞后时间的统计方法。仿真研究表明,该方法能较好地恢复信号函数和滞后时间。然后将该程序应用于分析化学实验中获得的实际数据集。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

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Estimating Concentration Response Function and Change-Point using Time-Course and Calibration Data.

In this paper the problem of determining the functional relationship between time and the concentration of a chemical substance is studied. An intervention drug is administered on the experimental unit from which the chemical substance (specimen) is measured. This drug is hypothesized to cause a change in the concentration level of the chemical substance a certain lag-time after the intervention. However, the concentration value could not be directly measured, but rather a surrogate response can be measured. In the time-course study, this surrogate response is measured using different electrodes which possess varied behaviors. To utilize these surrogate measurements arising from the different electrodes (sensors), a calibration study is undertaken which measures the surrogate response for the different electrodes at known concentration levels. Based on the time-course and calibration data sets, a statistical procedure to estimate the signal function and the lag-time is proposed. Simulation studies indicate that the proposed procedure is able to reasonably recover the signal function and the lag-time. The procedure is then applied to the real data sets obtained during an analytical chemistry experiment.

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