On the Elusive Formalisation of the Risky Condition for Hypothesis Testing

IF 0.7 2区 哲学 Q2 HISTORY & PHILOSOPHY OF SCIENCE
J. Díez, Albert Solé
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引用次数: 0

Abstract

ABSTRACT In this paper, we examine possible formalisations of the riskiness condition for hypothesis testing. First, we informally introduce derivability and riskiness as testing conditions together with the corresponding arguments for refutation and confirmation. Then, we distinguish two different senses of confirmation and focus our discussion on one of them with the aid of a historical example. In the remaining sections, we offer a brief overview of the main references to the risky condition in the literature and scrutinise different options for formally capturing riskiness; we show why none of them works. We conclude with some remarks about the relation between derivability and riskiness and claim that riskiness essentially involves a contextual, pragmatic component that eludes a complete formal reconstruction.
假设检验风险条件的模糊形式化
在本文中,我们研究了假设检验的风险条件的可能形式化。首先,我们非正式地引入可衍生性和风险性作为测试条件,以及相应的反驳和确认论据。然后,我们区分了两种不同的确认意义,并借助一个历史例子将我们的讨论集中在其中一种意义上。在其余部分中,我们简要概述了文献中风险条件的主要参考文献,并仔细研究了正式捕获风险的不同选择;我们将展示为什么它们都不起作用。最后,我们对可衍生性和风险之间的关系进行了一些评论,并声称风险本质上涉及一个上下文的、实用的成分,它逃避了一个完整的形式重构。
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来源期刊
International Studies in the Philosophy of Science
International Studies in the Philosophy of Science HISTORY & PHILOSOPHY OF SCIENCE-
自引率
12.50%
发文量
10
期刊介绍: International Studies in the Philosophy of Science is a scholarly journal dedicated to publishing original research in philosophy of science and in philosophically informed history and sociology of science. Its scope includes the foundations and methodology of the natural, social, and human sciences, philosophical implications of particular scientific theories, and broader philosophical reflection on science. The editors invite contributions not only from philosophers, historians, and sociologists of science, but also from researchers in the sciences. The journal publishes articles from a wide variety of countries and philosophical traditions.
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