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    Please use this identifier to cite or link to this item: https://nccur.lib.nccu.edu.tw/handle/140.119/58435


    Title: 算數正義與幾何正義的辯證：馬克思正義觀的一個詮釋
    Other Titles: Dialectics of Arithmetical and Geometrical Justice: An Interpretation of Marx`s Conception of Justice
    Authors: 孫善豪
    Sun, Max
    Contributors: 政大政治系
    Keywords: 幾何的正義;算數的正義;社會的正義;個人的正義;盧卡斯;金里卡;卡斯托里亞第斯;馬克思
    Justice;Marxism;Lukes;Kymlicka;Castoriadis
    Date: 2011-09
    Issue Date: 2013-06-21 10:32:20 (UTC+8)
    Abstract: 從「富士康跳樓事件」可以引發一個問題：工人爭取提高工資的鬥爭，需要或不需要道德訴求？馬克思在這個問題上的立場，又可以引發出各種不同的解釋。在各種不同的解釋中，「何謂剝削」的根本問題卻是始終沒有被觸及的。本文藉由對盧卡斯、金里卡與卡斯托里亞第斯的討論，指出過去馬克思主義者在討論此問題上的限制，並區分出算數、幾何、社會、個人四個生產與分配的面向，以期藉由此區分、以及其間之辯證關係，闡明馬克思對於正義之想法。
    The facts of the Foxconn-events have revealed a vital problem: Is it necessary to appeal morality when there are struggles for raising salary? Marx`s position on this question is so ambiguous that it could encompass entirely different interpretations. I contend that in all these interpretations there is a persistent lack of an adequate conception of "exploitation." Thus, this article attempts to solve this problem by examining the theories of Lukes, Kymlicka and Castoriadis in order to indicate the inadequacies of contemporary Marxist discourses. This article distinguishes the geometrical justice from arithmetical justice, and social justice from individual justice, so as to illustrate the dialectics of these elements. I contend that Marx`s conception of justice would be clarified in this way.
    Relation: 政治與社會哲學評論, 38, 95-140
    Data Type: article
    Appears in Collections:[政治學系] 期刊論文

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