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Published: 01 April 2023
Figure 7.4. The quartal hexachordal voicing chains together hexachordal 023 6 and 013 6 sets. More
Journal Article
Journal of Music Theory (2023) 67 (1): 171–186.
Published: 01 April 2023
...Sarah Fuller 8 Zayaruznaya uses the term taleaic to indicate the degree of rhythmic conformity between musical passages in tenors or upper voices. Tenors are normally uniformly taleaic; upper voices, less so. 9 For a longer exposition of this type of simplified ars nova notation...
Journal Article
Journal of Music Theory (2023) 67 (2): 339–347.
Published: 01 October 2023
...Kristal Spreadborough [email protected] Victoria Malawey . A Blaze of Light in Every Word: Analyzing the Popular Singing Voice . Oxford University Press , 2020 . Copyright © 2023 by Yale University 2023 statements about the highly evocative nature...
Journal Article
Journal of Music Theory (2022) 66 (2): 303–314.
Published: 01 October 2022
... . de Lacey Alex . 2020 . “ Review of Flow: The Rhythmic Voice in Rap Music , by Ohriner Mitchell .” Journal of the Society for Musicology in Ireland 15 : 31 – 35 . Duinker Benjamin . 2019 . “ Good Things Come in Threes: Triplet Flow in Recent Hip-Hop Music .” Popular Music...
FIGURES
Journal Article
Journal of Music Theory (2023) 67 (1): 1–70.
Published: 01 April 2023
...Figure 7.4. The quartal hexachordal voicing chains together hexachordal 023 6 and 013 6 sets. ...
FIGURES | View All (53)
Journal Article
Journal of Music Theory (2019) 63 (1): 139–144.
Published: 01 April 2019
...Elizabeth Hellmuth Margulis Huron David Voice Leading: The Science behind a Musical Art MIT Press , 2016 : vii + 263 pp. ( $38.00 cloth) Copyright © 2019 by Yale University 2019 Works Cited Huron David . 2006 . Sweet Anticipation: Music and the Psychology...
Journal Article
Journal of Music Theory (2019) 63 (2): 167–207.
Published: 01 October 2019
...Leah Frederick This article constructs generic voice-leading spaces by combining geometric approaches to voice leading with diatonic set theory. Unlike the continuous mod-12 spaces developed by Callender, Quinn, and Tymoczko, these mod-7 spaces are fundamentally discrete. The mathematical...
Journal Article
Journal of Music Theory (2000) 44 (1): 1–43.
Published: 01 April 2000
...Peter H. Smith 2000 © Yale University, New Haven, Connecticut 06520 2000 OUTER-VOICE CONFLICTS: THEIR ANALYTICAL CHALLENGES AND ARTISTIC CONSEQUENCES Peter H. Smith As anyone familiar with Schenkerian analysis can attest, it is not at all...
Journal Article
Journal of Music Theory (2005) 49 (1): 45–108.
Published: 01 April 2005
.... Buchler, Michael. 1998 . “Relative Saturation of Subsets and Interval Cycles as a Means for Determining Set-Class Similarity.” Ph.D. diss., University of Rochester. Callender, Clifton. 1998 . “Voice-Leading Parsimony in the Music of Alexander Scriabin.” Journal of Music Theory 42 : 219 –34...
Journal Article
Journal of Music Theory (2009) 53 (2): 191–226.
Published: 01 October 2009
...Timothy Cutler The voice exchange is an elementary concept that can help solve some of tonal music's most difficult analytical problems. Although many essays allude to the subject of voice exchanges, there have been few direct investigations of the topic. Why such an important compositional...
Journal Article
Journal of Music Theory (2008) 52 (2): 219–249.
Published: 01 October 2008
...Justin Hoffman Recent music-theoretical research has proposed two ways of mapping the pitch-class set universe. Fourier spaces, constructed by Quinn, relate sets to one another based upon their composition from members of interval cycles, reflecting what might be called “harmonic quality.” Voice...
Journal Article
Journal of Music Theory (2008) 52 (2): 251–272.
Published: 01 October 2008
...Dmitri Tymoczko In this article, I consider two ways to model distance (or inverse similarity) between chord types, one based on voice leading and the other on shared interval content. My goal is to provide a contrapuntal reinterpretation of Ian Quinn's work, which uses the Fourier transform...
Includes: Supplementary data
Image
Published: 01 April 2023
Figure A2. The basic hexachordal voicings. More
Image
Published: 01 April 2023
Figure 5.5. Efficient descending-fifth voice leading connecting quartal voicings, in both diatonic and chromatic space. More
Image
Published: 01 April 2023
Figure A1. The basic trichordal, tetrachordal, and pentachordal voicings, categorized by the standard twelve-tone operations. Cyclic voicings are shown with open note heads. Numbers show the spacing in intrinsic steps. More
Image
Published: 01 October 2021
Example 4. Interpreting chromatic semitones in settings with three or more voices. More
Image
Published: 01 April 2023
Figure 4.1. Chromatic voice-leading possibilities understood with reference to a diatonic (or equiheptatonic) template. In each column the chromatic voice leadings can be understood as manifestations of the diatonic template at the top. Beneath each column is a heuristic description More
Image
Published: 01 April 2023
Figure 7.2. Quintal, tertian, and clustered voicings in Berg's Violin Concerto. In the last case, we have a chord progression whose efficient upper-voice counterpoint produces a cluster. More
Image
Published: 01 April 2023
Figure 7.7. Clustered, tertian, and quartal voicings of the hexachord from Schoenberg's Violin Concerto. The asterisk and dagger mark the voicings used in Figure 1.8 . The hexachord marked with the dagger appears inverted. More
Image
Published: 01 April 2023
Figure 1.7. Using octave displacements to create “smeared” quartal and quintic voicings. A . A rootless G 7 voicing. B . A quintal hexachordal voicing. More