用泊松和非泊松组合分析增强内切酶在特定底物上的活性测定

W.Clark Lambert , Muriel W. Lambert
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引用次数: 1

摘要

在大多数实验室中进行的核酸内切酶活性测定依赖于小的、确定的底物分子形式的变化,需要二次计算才能获得酶活性的测定。我们现在探索这些计算中固有的假设,并提供一系列方程,允许从这种类型的分析中更准确地确定酶活性。这些方程式不仅允许从传统系统所依赖的内切酶未切割的底物部分中获得信息,而且还允许从酶切割的产物中获得信息。由这些方程得到的一些信息是用传统的分析方法无法得到的。
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Enhancement of assays of activities of endonucleases on defined substrates by poisson and non-poisson combinatoric analysis

Assay of endonuclease activity, as performed in most laboratories, depends upon change in form of small, defined substrate molecules, with a secondary computation required to obtain a determination of enzyme activity. We now explore the assumptions inherent in these computations and provide a series of equations that permit more accurate determinations of enzyme activity from assays of this type. These equations allow information to be obtained not only from substrate fractions left uncleaved by the endonuclease, upon which conventional systems rely, but also from products cleaved by the enzyme. Some information yielded by these equations is unobtainable using conventional methods of analysis.

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Gene targeting in murine embryonic stem cells: Introduction of specific alterations into the mammalian genome A solution hybridization method for quantification of mRNAs: Determining the amount and stability of oncogene mRNA The use of transgenic mice for short-term, in vivo mutagenicity testing Author index volume 7 Subject index volume 7
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