Moral Vagueness: Does Mathematics Have a Practical Solution?

Qeios Pub Date : 2024-04-15 DOI:10.32388/p1e4vy
Sergei Korchevoi
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Abstract

If one favors Moral Intuitivism in order to deal with Skeptical argument, then thinking by analogy with mathematical knowledge is of use. A major objection to the mathematical analogy in Moral epistemology is the threat of moral relativism in practical applications of moral pluralism if we employ mathematical pluralism as a vector to proceed. Thus, the advocacy for moral pluralism faces an obstacle which should be addressed: a problem of moral «vague» predicates. This article addresses moral vagueness and considers objections toward several treatments of related Sorties series through possibility of deepening a proper mathematical intuition. However, the issue of human moral competency cannot be erased from the picture. It is a critical question for morality which very likely falls beyond the scope of Moral epistemology.
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道德模糊:数学有实用的解决方案吗?
如果我们赞成道德直觉主义以应对怀疑论,那么用数学知识进行类比思考就会有用武之地。对道德认识论中的数学类比的一个主要反对意见是,如果我们把数学多元论作为前进的矢量,那么在道德多元论的实际应用中就会面临道德相对主义的威胁。因此,倡导道德多元论面临着一个需要解决的障碍:道德 "模糊 "谓词问题。本文探讨了道德模糊问题,并通过深化适当数学直觉的可能性,考虑了对相关索蒂斯数列的几种处理方法的反对意见。然而,人类的道德能力问题不能被抹杀。这是道德的一个关键问题,很可能超出了道德认识论的范畴。
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