用统计学方法来理解生物学和医学中的数据

S. Prakash
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引用次数: 0

摘要

统计中有四种主要的范式:频率论、贝叶斯、似然和建模。提出了一种利用这四种范式的四边形方法,以全面理解任何生物现象。这些范例中的每一个都可以用来研究生物现象的不同方面。在这里,元素被定义为观察者、被观察对象和上下文,生成的模型应该具有来自这三个元素的信息。它们可以分别通过贝叶斯、频率论、似然和建模方法进行分析。在统计学中,关于频率论和贝叶斯方法的争论一直存在。生物学家经常使用频率方法,而临床医生对贝叶斯方法感兴趣。在这篇文章中,关于这两种方法的争论已经从理解不确定性的角度进行了讨论。登普斯特-谢弗理论解决了信念与合理性之间的关系,但因在冲突情况下产生反直觉的结果而受到批评。本文认为,这可以通过推断频率论和贝叶斯方法彼此相反来解决。
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Statistical approaches to make sense of data in biology and medicine
There are four major paradigms in statistics: Frequentist, Bayesian, likelihood, and modeling. A quadrangle approach that makes use of all these four paradigms is proposed to get a complete understanding of any biological phenomenon. Each of these paradigms can be used to study different aspects of a biological phenomenon. The elements are defined here as an observer, observed, and context, and the model generated should have information derived from these three elements. They can be analyzed, respectively, by Bayesian, frequentist, likelihood, and modeling methods. There is a continuous debate on frequentist and Bayesian approaches in statistics. Biologists often use frequentist methods whereas clinicians are interested in Bayesian methods. In this article, the debate on both these approaches has been discussed in light of understanding uncertainty. The Dempster-Shafer theory addresses the relationship between belief and plausibility but has been criticized for producing counterintuitive results in conflict situations. It is argued here that this can be resolved by inferring that frequentist and Bayesian approaches are inverse to each other.
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