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药物相互作用的统计分析

Statistical analysis of drug interactions.

作者信息

Mitchell C L

出版信息

NIDA Res Monogr. 1986;68:41-64.

PMID:3095655
Abstract

The design of drug interaction experiments focusing on whether to characterize the interaction as addition, antagonism, synergism or potentiation is based, in part, on whether or not both substances when given alone affect the response. If both substances are active, one determines the potency of one substance relative to the other in affecting the response. This can be done for either quantitative or quantal data. Once the relative potency has been determined, subsequent studies involve combining fractional doses of the substances and comparing the results against those obtained using standard doses of the substances individually. Doses of the combination and the single substances are picked such that equivalent responses should be obtained if the effect of the two together is additive. The null hypothesis is that the two compounds behave as though they were different forms of the same substance, one of which is possibly (depending on the potency ratio) diluted with an inert substance. Equivalence of response can be tested using such parametric tests as Student's t or analysis of variance (or their nonparametric equivalents) for quantitative data. The chi-square or Fisher's exact probability test may be used for quantal data. Additivity is inferred if the null hypothesis is accepted. One infers either antagonism or synergism (depending upon the direction of the deviation from additivity) if the null hypothesis is rejected. If one substance is inactive when given alone the null hypothesis is that it has no effect when given with the other. This is tested using the same techniques as mentioned above, except that there is no need, obviously, to determine relative potency. The isobolographic method for studying drug interactions was compared with those mentioned above. Both approaches have the same conceptual basis. The isobolographic method is more tedious, however, since it entails determination of doses required to cause a specific response, whereas the other methods focus on the responses caused by specific doses. It was cautioned that, whatever the approach, it is the investigator's responsibility to know what assumptions are being made and to take all possible precautions before, during, and after the experiment to ensure that the reported results are meaningful.

摘要

药物相互作用实验的设计,部分基于单独给予两种物质时是否都会影响反应,以此来确定这种相互作用是相加、拮抗、协同还是增强。如果两种物质都有活性,就要确定一种物质相对于另一种物质影响反应的效价。这对于定量或定性数据都可以做到。一旦确定了相对效价,后续研究就包括将两种物质的分数剂量组合起来,并将结果与单独使用标准剂量的物质所获得的结果进行比较。选择组合剂量和单一物质的剂量时,要确保如果两者的作用是相加的,就应该得到等效反应。无效假设是这两种化合物的行为就好像它们是同一种物质的不同形式,其中一种可能(取决于效价比)被惰性物质稀释了。对于定量数据,可以使用诸如学生t检验或方差分析(或其非参数等效方法)等参数检验来检验反应的等效性。卡方检验或费舍尔精确概率检验可用于定性数据。如果接受无效假设,则推断为相加作用。如果拒绝无效假设,则推断为拮抗或协同作用(取决于与相加性的偏差方向)。如果一种物质单独使用时无活性,无效假设就是它与另一种物质一起使用时没有效果。这使用与上述相同的技术进行检验,只是显然不需要确定相对效价。将研究药物相互作用的等高线法与上述方法进行了比较。两种方法有相同的概念基础。然而,等高线法更繁琐,因为它需要确定引起特定反应所需的剂量,而其他方法关注的是特定剂量引起的反应。有人提醒说,无论采用何种方法,研究人员都有责任了解正在做出哪些假设,并在实验前、实验期间和实验后采取一切可能的预防措施,以确保报告的结果有意义。

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