马勒《伯莱克回旋曲》中的协奏曲戏仿与跨交响叙事

IF 1.6 1区 艺术学 0 MUSIC
Sam Reenan
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引用次数: 0

摘要

这篇文章解构了古斯塔夫-马勒《第九交响曲》第三乐章 "回旋曲-伯莱斯克 "中形式、对位和叙事的交叉点,这些交叉点促成了模仿。动机对位法使该乐章的主要回旋曲主题出现问题,使该乐章的回旋曲外貌出现最初的裂痕。通过主题和形式上的对位,随着奏鸣曲式修辞符号的侵入,回旋曲体裁本身也变得不稳定。为了诠释对位和体裁混合如何促成该乐章的滑稽特征,我考虑了关于戏仿和滑稽的理论论述,并采用米哈伊尔-巴赫金的 "狂欢 "概念作为生成性隐喻。在第九交响曲的跨交响叙事背景下,"布尔莱斯基回旋曲 "是对交响曲终曲体裁的狂欢式模仿,与第一乐章形成了无耻、反传统的对比,但最终以失败告终。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Contrapuntal Parody and Transsymphonic Narrative in Mahler’s Rondo-Burleske
This article deconstructs the intersections of form, counterpoint, and narrative that contribute to parody in the third movement Rondo-Burleske of Gustav Mahler’s Ninth Symphony. Motivic counterpoint problematizes the movement’s main rondo theme, placing initial cracks in the movement’s rondo façade. Through thematic and formal counterpoint, the rondo genre itself destabilizes as signifiers of sonata-form rhetoric intrude. To interpret how counterpoint and generic mixture contribute to the burlesque character of the movement, I consider theoretical accounts of parody and the burlesque, and I adapt, as a generative metaphor, Mikhail Bakhtin’s notion of the carnivalesque. In the context of the Ninth Symphony’s transsymphonic narrative, the Rondo-Burleske performs a carnival parody of the symphonic finale genre, functioning as a brazen, iconoclastic, but in the end, failed counterpart to the first movement.
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来源期刊
CiteScore
2.30
自引率
20.00%
发文量
15
期刊介绍: A leading journal in the field and an official publication of the Society for Music Theory, Music Theory Spectrum features articles on a wide range of topics in music theory and analysis, including aesthetics, critical theory and hermeneutics, history of theory, post-tonal theory, linear analysis, rhythm, music cognition, and the analysis of popular musics. The journal welcomes interdisciplinary articles revealing intersections with topics in other fields such as ethnomusicology, mathematics, musicology, philosophy, psychology, and performance. For further information about Music Theory Spectrum, please visit the Society for Music Theory homepage.
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