st . pourain的Durand关于同形复合材料的适度还原论

IF 0.3 4区 哲学 N/A PHILOSOPHY
Peter John Hartman
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引用次数: 0

摘要

根据亚里士多德的标准解释,一个物质实体,就像一只狗,是物质和形式的合形体,是它的“本质”部分。这样一种组合物是除了它的基本部分之外的某种东西吗?温和的还原论者说“不”,而反还原论者说“是”。在本文中,我将澄清和捍卫Durand的st - pourain的温和还原论令人惊讶的影响版本,根据该版本,同源复合体在其基本部分和这些部分的结合之上没有任何东西,这种结合通过两种模式的存在来解释:一种形式方面的固有模式和一种物质方面的实体模式。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Durand of St.-Pourçain’s Moderate Reductionism about Hylomorphic Composites in advance
According to a standard interpretation of Aristotle, a material substance, like a dog, is a hylomorphic composite of matter and form, its “essential” parts. Is such a composite some thing in addition to its essential parts as united? The moderate reductionist says “no,” whereas the anti-reductionist says “yes.” In this paper, I will clarify and defend Durand of St.-Pourçain’s surprisingly influential version of moderate reductionism, according to which hylomorphic composites are nothing over and above their essential parts and the union of those parts, where this union is explained by the presence of two modes: a mode of inherence on the side of form and a mode of substanding on the side of matter.
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来源期刊
CiteScore
0.40
自引率
50.00%
发文量
24
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