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John Cage's Number Pieces, a Geometric Interpretation of 'Time Brackets' Notation

机译:John Cage的数字碎片,一个“时间括号”表示法的几何解释

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Conceptual musical works that lead to a multitude of realizations are of special interest. One can't talk about a performance without considering the rules that lead to the existence of that version. After dealing with similar works of open form by Iannis Xenakis, Pierre Boulez and Karlheinz Stockhausen, the interest in John Cage's music is evident. His works are "so free" that one can play any part of the material; even a void set is welcomed. The freedom is maximal and still there are decisions to consider in order to make the piece playable. Our research was initially intended to develop a set of conceptual and software tools that generates a representation of the work as an assistance to performance. We deal here with the Number Pieces Cage composed in the last years of his life. Over time, we realized that the shape used to represent time brackets, brought important information for the interpretation and musical analysis. In the present text, we propose a general geometric study of these time brackets representations, while trying to make the link with their musical properties to improve the performance.
机译:导致众多实现的概念音乐作品具有特殊兴趣。在不考虑导致该版本存在的规则的情况下,人们无法谈论表现。在处理Iannis Xenakis,Pierre Boulez和Karlheinz Stockhausen的类似作品后,John Cage的音乐的兴趣是明显的。他的作品“如此自由”,可以扮演材料的任何部分;甚至欢迎空白套装。自由是最大的,仍然有决定需要考虑,以便使这件作品可播放。我们的研究最初旨在开发一组概念和软件工具,可以为工作的代表产生作为绩效的帮助。我们在此处在他生命的最后几年组成的数量笼子。随着时间的推移,我们意识到用于表示时间括号的形状带来了解释和音乐分析的重要信息。在本文中,我们提出了对这些时间括号表示的一般几何研究,同时试图使链接与其音乐特性提高性能。

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