Reflections on (and in) Strunk's Tonnetz

Joon Park
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引用次数: 1

Abstract

Joon Park takes a closer look at Steven Strunk's innovative application of the neo-Riemannian Tonnetz to jazz. Strunk reinterprets neo-Riemannian transformations as geometric reflections—as opposed to more conventional group theory operations—showing his understanding of jazz performance practice. Park clarifies the difference between conventional methods and Strunk's. In addition to illustrating Steve’s close accord with jazz performance practice, Park extends his work by representing Z-related sets on the Tonnetz.
对斯特伦克的《Tonnetz》的反思
Joon Park仔细研究了史蒂芬·斯特伦克在爵士乐中对新黎曼顿内兹的创新应用。斯特伦克将新黎曼变换重新解释为几何反射——与更传统的群论操作相反——展示了他对爵士表演实践的理解。帕克澄清了传统方法和斯特伦克方法之间的区别。除了说明史蒂夫与爵士表演实践的密切一致外,帕克还通过在Tonnetz上代表z相关的布景扩展了他的工作。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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