Joseph Melia’s nominalism and the indexing theory of numbers

Aleksandar Čupić
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Abstract

According to the Quine-Putnam indispensability argument, we are committed to all the entities that are indispensable to our best scientific theory. John Melia argues contra Quine-Putnam by claiming that even though such entities as numbers are indispensable to our best science, there is reason to deny their existence. In order to defend Melia?s theory from criticism put forth by Mark Colyvan, who demands that Melia provide a nominalistically acceptable paraphrase of our best scientific theory, supporters of this view have argued for the stronger claim that numbers are not indispensable. They all claim that numbers have an indexing role in the scientific explanation. In this article, I will consider some of the arguments for the indexing theory and point out its inadequacies.
约瑟夫·米利亚的唯名论和数字索引理论
根据奎因-普特南的不可或缺性论证,我们致力于对我们最好的科学理论不可或缺的所有实体。John Melia反驳了Quine-Putnam的观点,他声称即使像数字这样的实体对于我们最好的科学来说是不可或缺的,我们也有理由否认它们的存在。为了保护米利亚?马克·科利万(Mark Colyvan)提出了一项批评,要求米利亚对我们最好的科学理论提供一种唯名论上可接受的解释,而这一观点的支持者则提出了更强有力的主张,即数字并非不可或缺。他们都声称数字在科学解释中起着索引作用。在这篇文章中,我将考虑标引理论的一些论点,并指出其不足之处。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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