主体在巴迪乌学科理论中的地位

IF 0.1 4区 哲学 0 PHILOSOPHY
R. Naderi
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引用次数: 0

摘要

阿兰·巴迪乌的学科理论浓缩了他在20世纪60年代中期至80年代中期与各种哲学和政治环境的长期接触中发展起来的许多重要理论工具,当时他撰写了自己的代表作《存在与事件》。在这片广阔的土地上,巴迪乌表达了看似不同的承诺:从20世纪60年代末的逻辑和科学认识论,到70年代的政治,再到80年代的本体论和数学,一直延续到现在。然而,仔细阅读他在这一时期的主要作品,会发现他们之间有一条内在的思想线索,我将其命名为学科。换句话说,纪律是一个框架,在这个框架内,我们可以重建Badiou的主要思想,将其作为一项持续工作的一部分(在所述时期),这不仅揭示了他在一段时间内整体思想的内在连贯性,在这一框架内,他表现出了不同的、看似无关的承诺,而且还为我们理解他的哲学的关键概念提供了一个强大的工具,如真理、本体论、现象学的过程,以及他对公理化思维的承诺。在这篇文章中,我们的目的是检验学科的概念与学科理论的关系。我们将通过考察Badiou与拉康所讨论的主题理论的两个关键方面的相遇来做到这一点:笛卡尔坐标和主题与数学无穷大的关系。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The Place of the Subject in Badiou’s Theory of Discipline
Alain Badiou’s theory of discipline condenses many important theoretical tools that he developed throughout his long encounter with various philosophical and political milieus from the mid 1960s to the mid 1980s, when he wrote his magnum opus Being and Event. Through this vast terrain, Badiou expressed seemingly different commitments: from logic and the epistemology of science in the late 1960s and politics during the 1970s, to ontology and mathematics in the 1980s, which has continued to this time. However, a close reading of his major works during this period reveals an internal thread of thought that runs between them, which I have named discipline. In other words, discipline is the framework within which we can reconstruct Badiou’s main ideas as part of a continuous work (during the stated period) that not only reveals the internal coherence of his overall thought over the course of time, within which he showed different and seemingly unrelated commitments, but also gives us a powerful tool to understand the key concepts of his philosophy, such as the procedures of truth, ontology, phenomenology, and his commitment to axiomatic thinking. In this essay we aim to examine the concept of the subject in relation to the theory of discipline. We will do so by examining Badiou’s encounter with two crucial aspects of the theory of the subject discussed by Lacan: the Cartesian cogito and the relation of the subject to the mathematical infinite.
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来源期刊
FILOZOFSKI VESTNIK
FILOZOFSKI VESTNIK PHILOSOPHY-
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