4 Matching Annotations
  1. Jun 2024
    1. Trying to set up placebo science would be a logistical nightmare. You’d have to find a phenomenon that definitely doesn’t exist, somehow convince a whole community of scientists across the world that it does, and fund them to study it for a couple of decades without them figuring it out.

      在元层面上,你在研究某个现象并得到一些积极的发现。这并不能告诉你太多,除非你让其他研究人员研究一个你知道不存在的现象——但他们自己相信存在——看看有多少人得到积极的发现。这个数字告诉你,无论现象是否真实,有多少研究会发现积极的结果。除非对真实现象的研究比对安慰剂现象的研究表现得显著更好,否则你没有发现任何东西。

      试图建立安慰剂科学将是一个后勤噩梦。你必须找到一个绝对不存在的现象, somehow 说服全世界的科学家社区它存在,并资助他们研究它几十年而不被发现。

  2. May 2024
  3. Mar 2024
    1. However we think of it, the project of finding such interpretations is an important one. Probability is virtually ubiquitous. It plays a role in almost all the sciences. It underpins much of the social sciences — witness the prevalent use of statistical testing, confidence intervals, regression methods, and so on. It finds its way, moreover, into much of philosophy. In epistemology, the philosophy of mind, and cognitive science, we see states of opinion being modeled by subjective probability functions, and learning being modeled by the updating of such functions. Since probability theory is central to decision theory and game theory, it has ramifications for ethics and political philosophy. It figures prominently in such staples of metaphysics as causation and laws of nature. It appears again in the philosophy of science in the analysis of confirmation of theories, scientific explanation, and in the philosophy of specific scientific theories, such as quantum mechanics, statistical mechanics, evolutionary biology, and genetics. It can even take center stage in the philosophy of logic, the philosophy of language, and the philosophy of religion. Thus, problems in the foundations of probability bear at least indirectly, and sometimes directly, upon central scientific, social scientific, and philosophical concerns. The interpretation of probability is one of the most important such foundational problems.

      无论我们如何看待它,寻找这样的解释的项目都是重要的。概率几乎无处不在。它在几乎所有科学中都扮演着角色。它支持着社会科学的大部分内容——可以看到统计检验、置信区间、回归方法等的广泛使用。此外,它还渗透到了哲学的许多领域。在认识论、心灵哲学和认知科学中,我们看到主观概率函数对观点状态进行建模,学习则通过更新这些函数进行建模。由于概率论对决策理论和博弈论至关重要,因此它对伦理学和政治哲学具有重要影响。它在形而上学中的诸如因果关系和自然法则等基本概念中占据着重要地位。它再次出现在科学哲学中,用于分析理论的确认、科学解释以及特定科学理论的哲学,例如量子力学、统计力学、进化生物学和遗传学。甚至在逻辑哲学、语言哲学和宗教哲学中,概率也可以成为中心问题。因此,概率基础的问题至少间接地,有时直接地,涉及到重要的科学、社会科学和哲学问题。概率的解释是其中最重要的基础性问题之一。