抑制剂常数的代数最小二乘估计值。
Algebraic least squares estimates of inhibitor constants.
作者信息
Jones M E
机构信息
National Centre for Epidemiology and Population Health, Australian National University, Canberra ACT.
出版信息
J Enzyme Inhib. 1992;5(4):317-21. doi: 10.3109/14756369109069073.
PMID:1285252
Abstract
When the data has a constant coefficient of variation, appropriately weighted least squares estimates of the parameters for competitive inhibition in both enzyme and binding experiments can be obtained algebraically. The algorithms are presented and justified.
摘要
当数据具有恒定的变异系数时，在酶实验和结合实验中，竞争性抑制参数的适当加权最小二乘估计可以通过代数方法获得。本文给出并论证了这些算法。
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