不平等的蛮力运气有何不妥?代际之谜

Philosophia (Ramat-Gan, Israel) Pub Date : 2019-01-01 Epub Date: 2019-01-21 DOI:10.1007/s11406-018-00053-5
S J Beard
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引用次数: 2

摘要

根据运气平等论者的观点,公平要求我们做到,在运气不好的情况下,没有人比其他人更差,但在他们选择或理应如此的情况下,则不应该如此。在本文中,我将讨论一种运气不佳的情况,这种情况似乎是运气平等论者最关心的问题,即那些出生时父母运气不佳而导致其生活较差的人所遭受的运气不佳。然而,当我们考虑这种不平等的野蛮运气的所谓不公平之处时,运气平等论者就会陷入两难境地。根据运气平等主义的标准解释,不同的自然运气是不公平的,因为它影响了商品的分配。然而,如果一些父母因为选择不谨慎而导致经济状况恶化,那么就不可能中和这些影响,而不造成一种看起来至少同样不公平的分配。我认为,这对运气平等主义来说是个问题。因此,我探讨了两种可以避免这一问题的替代观点。第一种观点是由什洛米-西格尔(Shlomi Segall)提出的,不平等的野蛮运气的分配效应只有在使情况变得更加不平等时才是不公平的,而在使情况变得更加平等时则不是。第二种观点认为,不平等的野蛮运气本身才是不公平的,而不是其分配效应。最后,我将提出一些支持第二种观点的考虑,同时承认这两种观点都是对我所描述的问题的有效回应。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
What Is Unfair about Unequal Brute Luck? An Intergenerational Puzzle.

According to Luck egalitarians, fairness requires us to bring it about that nobody is worse off than others where this results from brute bad luck, but not where they choose or deserve to be so. In this paper, I consider one type of brute bad luck that appears paradigmatic of what a Luck Egalitarian ought to be most concerned about, namely that suffered by people who are born to badly off parents and are less well off as a result. However, when we consider what is supposedly unfair about this kind of unequal brute luck, luck egalitarians face a dilemma. According to the standard account of luck egalitarianism, differential brute luck is unfair because of its effects on the distribution of goods. Yet, where some parents are worse off because they have chosen to be imprudent, it may be impossible to neutralize these effects without creating a distribution that seems at least as unfair. This, I argue, is problematic for luck egalitarianism. I, therefore, explore two alternative views that can avoid this problem. On the first of these, proposed by Shlomi Segall, the distributional effects of unequal brute luck are unfair only when they make a situation more unequal, but not when they make it more equal. On the second, it is the unequal brute luck itself, rather than its distributional effects, that is unfair. I conclude with some considerations in favour of this second view, while accepting that both are valid responses to the problem I describe.

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