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1	Olivier Messiaen's concept of tonality Du Plessis, Stephen James 11 1900 (has links) The dissertation identifies three types of tonality: scalicfmodal, melodic, and harmonic. Scalic/modal tonality and melodic tonality are known to have been existent in Antiquity. Messiaen adheres to these ancient types of tonality and also harmonic tonality. Messiaen uses these types of tonality in his own combinations -- his concept of tonality is revealed to be highly complex. / Musicology / M.Mus. (Musicology) Messiaen, O. Tonality Modal tonality Scalic tonality Melodic tonality Harmonic tonality Expanded tonality 781.258092 Tonality Messiaen
2	Olivier Messiaen's concept of tonality Du Plessis, Stephen James 11 1900 (has links) The dissertation identifies three types of tonality: scalicfmodal, melodic, and harmonic. Scalic/modal tonality and melodic tonality are known to have been existent in Antiquity. Messiaen adheres to these ancient types of tonality and also harmonic tonality. Messiaen uses these types of tonality in his own combinations -- his concept of tonality is revealed to be highly complex. / Musicology / M.Mus. (Musicology) Messiaen, O. Tonality Modal tonality Scalic tonality Melodic tonality Harmonic tonality Expanded tonality 781.258092 Tonality Messiaen
3	Expanded tonality in three early piano works of Béla Bartók (1881-1945) Brukman, Jeffrey James 11 1900 (has links) Bart6k's own expanded tonal ("supradiatonic") pronouncements reveal that his music, notwithstanding tonally camouflaging surface details, clearly had a tonal foundation which in many respects is a reaction to the emerging atonalism of Schonberg. Analysis of three piano works (1908 - 1916) reveal that Bart6k's tonal language embraced intuitively the expanded tonal idiom. The harmonic resources Bart6k employed to obscure tonicisation embrace double-degree constructions, quartal formations, chords of addition and omission and other irregular constructions. Diatonic tonal pillars are evident in pedal points, tonic triads and dominant to tonic root movement. Through an application of the Riemann function theory expanded by Hartmann's supposition of fully-chromaticised scales tonal syntax (especially secondphase Strauss cadences or closes) becomes apparent within an expanded tonal product. The analyses conclude that Bart6k's inimitable "sound-world" is a twentieth-century manifestation of traditional tonality's primary tenets. / Musicology / M.Mus. Expanded tonality Fully-chromaticised scales Bitonal process Bitonal product Double-degree chords Strauss cadences Pedal points Key-introductory six-four chord Chord of addition Chord of omission Quartal constructions Chord streaming 786.21258092 Tonality Chords (Music)
4	Expanded tonality in three early piano works of Béla Bartók (1881-1945) Brukman, Jeffrey James 11 1900 (has links) Bart6k's own expanded tonal ("supradiatonic") pronouncements reveal that his music, notwithstanding tonally camouflaging surface details, clearly had a tonal foundation which in many respects is a reaction to the emerging atonalism of Schonberg. Analysis of three piano works (1908 - 1916) reveal that Bart6k's tonal language embraced intuitively the expanded tonal idiom. The harmonic resources Bart6k employed to obscure tonicisation embrace double-degree constructions, quartal formations, chords of addition and omission and other irregular constructions. Diatonic tonal pillars are evident in pedal points, tonic triads and dominant to tonic root movement. Through an application of the Riemann function theory expanded by Hartmann's supposition of fully-chromaticised scales tonal syntax (especially secondphase Strauss cadences or closes) becomes apparent within an expanded tonal product. The analyses conclude that Bart6k's inimitable "sound-world" is a twentieth-century manifestation of traditional tonality's primary tenets. / Musicology / M.Mus. Expanded tonality Fully-chromaticised scales Bitonal process Bitonal product Double-degree chords Strauss cadences Pedal points Key-introductory six-four chord Chord of addition Chord of omission Quartal constructions Chord streaming 786.21258092 Tonality Chords (Music)

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