Chord Proximity, Parsimony, and Analysis with Filtered Point-Symmetry

IF 0.6 2区 艺术学 0 MUSIC
Richard Plotkin
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引用次数: 4

Abstract

Filtered Point-Symmetry (FiPS) is a tool for modeling relationships between iterated maximally even sets. Common musical relationships can be studied by using FiPS to model chords contained within a specific scalar context (such as C major or the 01-octatonic collection), and by capturing those relationships in a FiPS configuration space. In this work, many FiPS configuration spaces are presented; some are isomorphic to commonly referenced voice-leading spaces like the neo-Riemannian Tonnetz, and others show tonal networks that have not previously been explored. A displacement operation is introduced to codify the traversal of a configuration space, and a short music analysis is provided to demonstrate some benefits of the approach.
弦的接近性、简约性和滤波点对称分析
过滤点对称(FiPS)是一种用于建模迭代最大偶集之间关系的工具。通过使用FiPS对特定标量上下文(如C大调或01八度音阶集合)中包含的和弦进行建模,并在FiPS配置空间中捕捉这些关系,可以研究常见的音乐关系。在这项工作中,提出了许多FiPS配置空间;一些同构于常见的语音引导空间,如新黎曼Tonnetz,而另一些则显示了以前从未探索过的音调网络。引入了位移运算来编码配置空间的遍历,并提供了简短的音乐分析来展示该方法的一些优点。
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来源期刊
CiteScore
1.70
自引率
25.00%
发文量
26
审稿时长
42 weeks
期刊介绍: Music Theory Online is a journal of criticism, commentary, research and scholarship in music theory, music analysis, and related disciplines. The refereed open-access electronic journal of the Society for Music Theory, MTO has been in continuous publication since 1993. New issues are published four times per year and include articles, reviews, commentaries, and analytical essays. In addition, MTO publishes a list of job opportunities and abstracts of recently completed dissertations.
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