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Incomputability at the foundations of physics (A study in the philosophy of science)

机译:物理基础上的不可计算性(科学哲学研究)

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In this article, we show that once we assume that there is some uniformity in Nature, empirical laws and theories involving the concepts of Physics can be learned by the scientists. We develop a mathematical framework to explain learnability of empirical relations. Then we classify the degree of learnability according to the degree of predictability by means of timescales. We also use the same mathematical framework to make formal the claim that learnability evolves according not only with the number of observations done, but also with the precision of measurements.
机译:在本文中,我们表明,一旦我们假设自然界存在某种统一性,科学家就可以学习涉及物理学概念的经验定律和理论。我们开发了一个数学框架来解释经验关系的可学习性。然后根据时间尺度,根据可预测性对学习度进行分类。我们还使用相同的数学框架正式提出这样的主张,即可学习性不仅取决于完成的观察次数,而且还取决于测量的精度。

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