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Numbers without aggregation 没有聚合的数
IF 2.1 1区 哲学 0 PHILOSOPHY Pub Date : 2023-08-28 DOI: 10.1111/nous.12475
Tim Henning
Suppose we can save either a larger group of persons or a distinct, smaller group from some harm. Many people think that, all else equal, we ought to save the greater number. This article defends this view (with qualifications). But unlike earlier theories, it does not rely on the idea that several people's interests or claims receive greater aggregate weight. The argument starts from the idea that due to their stakes, the affected people have claims to have a say in the rescue decision. As rescuers, our primary duty is to respect these procedural claims, which we must do by doing what these people would decide, in a process where each is given an equal vote on the matter. So in cases where each votes in their own self‐interest, respect for their equal right to decide, or their autonomy, will lead us to save the greater number. The argument is explained in detail, with special attention to the questions of how, exactly, it avoids aggregation, and of why majority rule is superior to lottery procedures. The view has further advantages. Especially, it explains the “partial” relevance of numbers in cases involving unequal harms, and it does so in a way that dissolves the appearance of paradox that besets theories of “partial aggregation.”
假设我们可以拯救一大群人或一个不同的、较小的群体免受某种伤害。许多人认为,在其他条件相同的情况下,我们应该挽救更多的人。这篇文章(附带条件)为这一观点辩护。但与早期的理论不同,它并不依赖于几个人的利益或主张获得更大的总权重。争论的出发点是,由于利害关系,受影响的人声称在救援决定中有发言权。作为救援人员,我们的首要职责是尊重这些程序性要求,我们必须按照这些人的决定行事,在这个过程中,每个人都有平等的投票权。因此,在每个人都出于自身利益投票的情况下,尊重他们的平等决定权或自主权,将使我们节省更多的选票。详细解释了这一论点,并特别注意了它如何准确地避免聚合,以及为什么多数规则优于彩票程序的问题。这种观点还有其他优势。特别是,它解释了在涉及不平等伤害的案件中数字的“部分”相关性,并以一种消除困扰“部分聚集”理论的悖论的方式来解释
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引用次数: 0
‘Logic will get you from A to B, imagination will take you anywhere’ “逻辑会把你从A带到B,想象力会把你带到任何地方”
IF 2.1 1区 哲学 0 PHILOSOPHY Pub Date : 2023-08-23 DOI: 10.1111/nous.12476
Francesco Berto
There is some consensus on the claim that imagination as suppositional thinking can have epistemic value insofar as it's constrained by a principle of minimal alteration of how we know or believe reality to be – compatibly with the need to accommodate the supposition initiating the imaginative exercise. But in the philosophy of imagination there is no formally precise account of how exactly such minimal alteration is to work. I propose one. I focus on counterfactual imagination, arguing that this can be modeled as simulated belief revision governed by Laplacian imaging. So understood, it can be rationally justified by accuracy considerations: it minimizes expected belief inaccuracy, as measured by the Brier score.
人们一致认为,想象作为假设思维可以具有认识价值,只要它受到我们对现实的认识或相信方式的最小改变原则的约束——与适应启动想象练习的假设的需要相一致。但在想象哲学中,并没有正式准确地说明这种最小的改变究竟是如何起作用的。我提议一个。我专注于反事实想象,认为这可以被建模为拉普拉斯成像控制的模拟信念修正。如此理解,它可以通过准确性考虑来合理地证明:它最大限度地减少了预期的信念不准确,正如Brier分数所衡量的那样。
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引用次数: 0
Good people are not like good knives 好人不像好刀
IF 2.1 1区 哲学 0 PHILOSOPHY Pub Date : 2023-07-02 DOI: 10.1111/nous.12472
Poppy Mankowitz
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引用次数: 0
Decision Theory Unbound 无约束决策理论
IF 2.1 1区 哲学 0 PHILOSOPHY Pub Date : 2023-07-02 DOI: 10.1111/nous.12473
Zach Goodsell
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引用次数: 0
Experience, time, objects, and processes 经验、时间、对象和过程
IF 2.1 1区 哲学 0 PHILOSOPHY Pub Date : 2023-07-02 DOI: 10.1111/nous.12474
Jack Shardlow
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引用次数: 0
Absolution of a Causal Decision Theorist 一个因果决策理论家的赦免
IF 2.1 1区 哲学 0 PHILOSOPHY Pub Date : 2023-06-23 DOI: 10.1111/nous.12459
Melissa Fusco
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引用次数: 1
How to do things with sunk costs 如何处理沉没成本
IF 2.1 1区 哲学 0 PHILOSOPHY Pub Date : 2023-06-19 DOI: 10.1111/nous.12471
Michael Zhao
It is a commonplace in economics that we should disregard sunk costs. The sunk cost effect might be widespread, goes the conventional wisdom, but we would be better off if we could rid ourselves of it. In this paper, I argue against the orthodoxy by showing that the sunk cost effect is often beneficial. Drawing on discussions of related topics in dynamic choice theory, I show that, in a range of cases, being disposed to honor sunk costs allows an agent to mimic a resolute chooser, someone who adopts the best plan at the outset of a decision problem and sticks with it, even when resoluteness is unfeasible. I discuss several kinds of cases in which honoring sunk costs coincides with resolute choice.
我们应该忽视沉没成本,这在经济学中是司空见惯的。传统观点认为,沉没成本效应可能很普遍,但如果我们能摆脱它,我们会过得更好。在本文中,我通过表明沉没成本效应通常是有益的来反对正统观点。通过对动态选择理论中相关主题的讨论,我表明,在一系列情况下,倾向于尊重沉没成本可以让代理人模仿一个坚定的选择者,一个在决策问题一开始就采用最佳计划并坚持下去的人,即使在解决方案不可行的情况下也是如此。我讨论了几种情况,在这种情况下,支付沉没成本与坚定的选择不谋而合。
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引用次数: 0
On two arguments for fanaticism 关于狂热的两个论点
IF 2.1 1区 哲学 0 PHILOSOPHY Pub Date : 2023-06-02 DOI: 10.1111/nous.12461
J. Russell
Should we make significant sacrifices to ever-so-slightly lower the chance of extremely bad outcomes, or to ever-so-slightly raise the chance of extremely good outcomes? Fanaticism says yes: for every bad outcome, there is a tiny chance of extreme disaster that is even worse, and for every good outcome, there is a tiny chance of an enormous good that is even better. I consider two related recent arguments for Fanaticism: Beckstead and Thomas’s argument from strange dependence on space and time, and Wilkinson’s Indology argument. While both arguments are instructive, neither is persuasive. In fact, the general principles that underwrite the arguments (a separability principle in the first case, and a reflection principle in the second) are inconsistent with Fanaticism. In both cases, though, it is possible to rehabilitate arguments for Fanaticism based on restricted versions of those principles. The situation is unstable: plausible general principles tell against Fanaticism, but restrictions of those same principles (with strengthened auxiliary assumptions) support Fanaticism. All of the consistent views that emerge are very strange. Not madness but the mathematics of eternity drove them. Mary Doria Russell, The Sparrow *Thanks to Zach Goodsell, John Hawthorne, Frank Hong, Harvey Lederman, Christian Tarsney, and other participants in the 6th Oxford Workshop on Global Priorities Research. Special thanks to the Global Priorities Institute’s Philosophy Work In Progress group for their extensive feedback and discussion.
我们是应该做出巨大的牺牲来稍微降低极端糟糕结果的可能性,还是稍微提高极端好结果的可能性?狂热主义的答案是肯定的:对于每一个糟糕的结果,都有一个更糟糕的极端灾难的微小可能性;对于每一个好的结果,都有一个更美好的巨大好处的微小可能性。我考虑了最近关于狂热主义的两个相关论点:贝克斯特德和托马斯关于对空间和时间的奇怪依赖的论点,以及威尔金森的印度学论点。虽然两种观点都有启发意义,但都没有说服力。事实上,支撑论证的一般原则(第一种情况是可分离原则,第二种情况是反射原则)与狂热主义是不一致的。然而,在这两种情况下,基于这些原则的限制版本,恢复狂热主义的论点是可能的。这种情况是不稳定的:貌似合理的一般原则反对狂热主义,但对这些原则的限制(加上强化的辅助假设)却支持狂热主义。所有出现的一致观点都很奇怪。驱使他们的不是疯狂,而是永恒的数学。感谢扎克·古德塞尔、约翰·霍桑、弗兰克·洪、哈维·莱德曼、克里斯蒂安·塔斯尼以及第六届牛津全球优先研究研讨会的其他参与者。特别感谢全球优先研究所哲学工作进展小组的广泛反馈和讨论。
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引用次数: 4
Identified person “bias” as decreasing marginal value of chances 将人的“偏差”定义为机会边际值的递减
IF 2.1 1区 哲学 0 PHILOSOPHY Pub Date : 2023-05-30 DOI: 10.1111/nous.12470
H. Stefánsson
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引用次数: 1
A false dichotomy in denying explanatoriness any role in confirmation 否认解释性在确认中有任何作用的错误二分法
IF 2.1 1区 哲学 0 PHILOSOPHY Pub Date : 2023-05-29 DOI: 10.1111/nous.12469
Marc Lange
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引用次数: 0
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