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通过反褶积法重建皮下胰岛素的出现速率。

Reconstructing the rate of appearance of subcutaneous insulin by deconvolution.

作者信息

Cobelli C, Mari A, Del Prato S, De Kreutzenberg S, Nosadini R, Jensen I

机构信息

Department of Electronics and Informatics, University of Padua, Italy.

出版信息

Am J Physiol. 1987 Nov;253(5 Pt 1):E584-90. doi: 10.1152/ajpendo.1987.253.5.E584.

DOI:10.1152/ajpendo.1987.253.5.E584
PMID:3318494
Abstract

In this paper a deconvolution scheme is presented to reconstruct the rate of appearance of subcutaneously injected insulin. Relevant aspects of experiment design are briefly described. Intravenous insulin kinetics are modeled to determine the impulse response of the system. The deconvolution problem is not ill conditioned and is solved using a least-squares method without imposing constraints on the input. An estimate of the error of the reconstructed input is provided. The reliability of the deconvolution scheme is tested by means of an independent validation study. Finally, the different sources of error that affect the method are discussed, and a figure of the global error is derived.

摘要

本文提出了一种去卷积方法来重建皮下注射胰岛素的出现率。简要描述了实验设计的相关方面。对静脉注射胰岛素动力学进行建模以确定系统的脉冲响应。该去卷积问题并非病态问题,采用最小二乘法求解,且不对输入施加约束。提供了重建输入误差的估计值。通过独立验证研究对去卷积方法的可靠性进行了测试。最后,讨论了影响该方法的不同误差来源,并得出了全局误差的数值。

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1
Reconstructing the rate of appearance of subcutaneous insulin by deconvolution.通过反褶积法重建皮下胰岛素的出现速率。
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Reconstruction of insulin secretion rate by deconvolution: domain of validity of a monoexponential C-peptide impulse response model.通过反卷积重建胰岛素分泌率:单指数C肽脉冲响应模型的有效性范围
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Effects of pulsatile subcutaneous injections of insulin lispro on plasma insulin concentration levels.赖脯胰岛素皮下脉冲式注射对血浆胰岛素浓度水平的影响。
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A nonparametric subject-specific population method for deconvolution: I. Description, internal validation, and real data examples.
一种用于去卷积的非参数个体特异性总体方法:I. 描述、内部验证及实际数据示例
J Pharmacokinet Biopharm. 1995 Dec;23(6):581-610. doi: 10.1007/BF02353463.
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Two constrained deconvolution methods using spline functions.两种使用样条函数的约束反卷积方法。
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Estimation and model selection in constrained deconvolution.约束反卷积中的估计与模型选择
Ann Biomed Eng. 1993 Nov-Dec;21(6):605-20. doi: 10.1007/BF02368641.
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Numerical approximation of mathematical model for absorption of subcutaneously injected insulin.皮下注射胰岛素吸收数学模型的数值近似
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A comparison of three mathematical models to describe the disappearance curves of subcutaneously injected 125I-labelled insulin.三种用于描述皮下注射125I标记胰岛素消失曲线的数学模型的比较。
Br J Clin Pharmacol. 1989 Apr;27(4):461-7. doi: 10.1111/j.1365-2125.1989.tb05394.x.