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Beyond the Line, or a Political Geometry of Contemporary Art

机译:超越界限,或当代艺术的政治几何

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摘要

Two incongruous points of departure gave rise to the following speculations on the notion of a political geometry and its relevance to contemporary art. The first is a remarkable painting by Florian Pumhosl of 2005: a single, black line that coils across a white ground. The second is a crucial passage in Carl Schmitt's The Nomos of the Earth, where the legal scholar coins the resonant phrase, "global linear thinking." The image and the text have no immediate kinship, yet they both raise questions concerning the kinds of pathways or lines, both lawful and clandestine, that have been inscribed and can be drawn upon the globe. Quite literally, the problem is one of geo-metricity; that is, not geometry as the universal science defined as a "branch of mathematics concerned with the properties and relations of points, lines, surfaces, and solids," but geometry as a social technology that maps political and juridical boundaries upon the surface of the earth. This historicity of geometry is not only to be understood as immanent to an actual practice of political cartography; it also allows us, in turn, to plot the conceptual diagram of power within contemporary society. In short, political geometry will refer in this essay to actual lines and figures, whether drawn upon the earth or a pictorial surface, as well as to the spatial formations of sociopolitical forces as they emerge and transform themselves within history.
机译:关于政治几何学的概念及其与当代艺术的关系,有两个不一致的出发点引起了以下推测。首先是2005年Florian Pumhosl创作的非凡画作:一条黑色的单线在白色地面上盘旋。第二个是卡尔·施密特(Carl Schmitt)的《地球的诺莫斯》(The Nomos of Earth)中的关键段落,该法律学者创造了共振的短语“全球线性思维”。图像和文字没有直接的血缘关系,但它们都引起了人们对已列入并可以在全球范围内使用的合法或秘密途径或界线的质疑。从字面上看,问题是几何性之一。也就是说,不是将几何学定义为“与点,线,面和实体的属性和关系有关的数学分支”的普世科学,而是将几何学作为一种将政治和司法边界映射到地球表面的社会技术。地球。几何学的这种历史性不仅应被理解为政治制图的实际实践所固有的;反过来,它也使我们能够绘制当代社会中权力的概念图。简而言之,政治几何将在本文中指的是实际的线条和图形,无论是绘制在地球上还是图画表面上,以及社会政治力量在历史中出现并转变的社会形态。

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  • 来源
    《Grey room》 |2014年第57期|424-49|共27页
  • 作者

    ERIC C.H. DE BRUYN;

  • 作者单位

    University of Leiden;

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  • 原文格式 PDF
  • 正文语种 eng
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