反对无差异论

IF 1.1 1区 哲学 0 PHILOSOPHY ANALYSIS Pub Date : 2024-03-25 DOI:10.1093/analys/anad085
A. Elga
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引用次数: 0

摘要

我们有 1000 人,而受害者只有一人。我们每个人都会提高 "不适机器 "在受害者身上运作的级别,从而导致极大的不适。假设机器连续运作的水平非常相似,以至于受害者无法区分。我们的行为允许吗?根据 "无差别论证",答案是 "是",因为我们的每个行为都保证不会让受害者的情况更糟。这个论点很有意思,因为如果它是合理的,那么类似的论点就会对许多情况下的直觉道德判断构成威胁,在这些情况下,大量单独的选择累积起来会产生巨大的差别,而每个选择本身似乎没有差别。但这一论点并不靠谱,一个基于可信的支配原则的简单反对意见就能证明这一点--这一反对意见避免了以往对无差异论点的批评所提出的质疑。
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Against the no-difference argument
There are 1,000 of us and one victim. We each increase the level at which a ‘discomfort machine’ operates on the victim – leading to great discomfort. Suppose that consecutive levels of the machine are so similar that the victim cannot distinguish them. Have we acted permissibly? According to the ‘no-difference argument’ the answer is ‘yes’ because each of our actions was guaranteed to make the victim no worse off. This argument is of interest because, if it is sound, similar arguments threaten intuitive moral verdicts about many cases in which a large number of individual choices cumulatively make a great difference, while each choice seems to make no difference on its own. But the argument is not sound, as is shown by a simple objection based on a plausible dominance principle – an objection that avoids challenges that have been brought against previous criticisms of the no-difference argument.
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来源期刊
ANALYSIS
ANALYSIS PHILOSOPHY-
CiteScore
1.30
自引率
12.50%
发文量
68
期刊介绍: Analysis is the most established and esteemed forum in which to publish short discussions of topics in philosophy. Articles published in Analysis lend themselves to the presentation of cogent but brief arguments for substantive conclusions, and often give rise to discussions which continue over several interchanges. A wide range of topics are covered including: philosophical logic and philosophy of language, metaphysics, epistemology, philosophy of mind, and moral philosophy.
期刊最新文献
A puzzle about weak belief On the dilemma for partial subjunctive supposition Fragility and strength Alan Author strikes again: more on confirming conjunctions of disconfirmed hypotheses Correction to: Primitive conditional probabilities, subset relations and comparative regularity
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