On Some Vistas Disclosed by Mathematics to the Russian Avant-Garde: Geometry, El Lissitzky and Gabo
On Some Vistas Disclosed by Mathematics to the Russian Avant-Garde: Geometry, El Lissitzky and Gabo
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论数学向俄罗斯先锋派揭示的一些景象：几何、埃尔·利西茨基和加博
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发表时间：
2017
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通讯作者：
Manuel Corrado
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作者：
Manuel Corrado
总的来说，所有的先锋运动都有一个共同的特点：信仰新。所有这些运动都意识到了科学的变化、进步和进步，这也是事实。因此，非欧几里德几何被认为是艺术革命的宣言。本文以埃尔·李西茨基和纳姆·加博的作品和作品为例，讨论了数学的可视化--将概念从数学转化为艺术作品的过程。
Generally speaking, all avant-garde movements have had one characteristic in common: belief in the new. It is also true that all of those movements were aware of changes, progress and advances in science. As a consequence, non-Euclidean geometry was considered a manifesto for revolution in the arts. This article discusses the visualization of mathematics—the process of transferring concepts from mathematics to works of art—with examples from the artworks and writings of El Lissitzky and Naum Gabo.