네오리만 이론의 헥사토닉 시스템을 적용한 분석 연구
A Study for Hexatonic System Based on Neo-Riemannian Theory
2
조회
0
다운로드
1
인용
0
참고문헌
초록
The present study explores chromatic chord progressions and chromatic modulations in triads in tonal works. It consists of two parts: in the first part the main focus is on the historical background and basic theoretical concepts of neo-Riemannian Transformation Theory. In the second the study is analyzing Chopin’s Ballade, Op. 47 in the viewpoint of harmonic circles on regular patterns of the transformation called Hexatonic System based on neo-Riemannian theory. Chromatic harmonic progressions are frequently appeared in the 19th-century music, but many of them are ambiguous when we analyze them. By using neo-Riemannian theory, the study can present more logical analysis than the conventional one. The logical analysis of the ‘common tone relation’ on neo-Riemannian theory will offer to reveal the relations among chromatic chord progressions.
Abstract
The present study explores chromatic chord progressions and chromatic modulations in triads in tonal works. It consists of two parts: in the first part the main focus is on the historical background and basic theoretical concepts of neo-Riemannian Transformation Theory. In the second the study is analyzing Chopin’s Ballade, Op. 47 in the viewpoint of harmonic circles on regular patterns of the transformation called Hexatonic System based on neo-Riemannian theory. Chromatic harmonic progressions are frequently appeared in the 19th-century music, but many of them are ambiguous when we analyze them. By using neo-Riemannian theory, the study can present more logical analysis than the conventional one. The logical analysis of the ‘common tone relation’ on neo-Riemannian theory will offer to reveal the relations among chromatic chord progressions.
참고문헌 (16)
- 강현희, "후고 리만의 화성이론에 관한 연구", 음악논단, 18(18), pp.31~70 (2004), 음악연구소
- 김규태, "네오리만 변형이론에 관한 문헌연구: 재현, 집중, 그리고 전환의 단계적 접근", 박사
- 김연, "음악이론과 분석" (2005), 심설당
- 김연, "음악이론의 역사" (2006), 심설당
- 안소영, "네오리이만 변형이론의 역사적 배경 및 기본개념", 서양음악학, (7), pp.227~265 (2004), 한국서양음악학회
- 안소영, "네오리만 변형이론", 인사이드 뮤직, (3), 21세기악회
- 안소영, "협화3화음에서의 화성적 원모형과 성부진행측정기법", 음악논단, 18(18), pp.5~30 (2004), 음악연구소
- 이내선, "네오리만 변형이론을 통해 살펴본 반음계적 화성진행에 내재되어 있는 암시화음과 성부진행(1)", 서양음악학, 9(3), pp.217~252 (2006), 한국서양음악학회
- 이내선, "음악분석 이론의 유용성에 관한 논의", 음악과 문화, (14), pp.107~129
- 송무경, "연주자를 위한 조성음악분석 1, 2" (2004), 예솔
- 허영한, "조성음악의 화성진행 1,2" (2002), 예솔
- Cohn, Richard, "Maximally Smooth Cycles, Hexatonic Systems, and the Analysis of Late-Romantic Triadic Progressions", Music Analysis, 15(1), pp.9~40 (1996)
- Cohn, Richard, "Neo-Riemannian Operations, Parsimonious Trichords, and Their Tonnetz Representation", Journal of Music Theory, 41(1), pp.1~66 (1997)
- Cohn, Richard, "Introduction to Neo-Riemannian Theory: A Survey and Historical Perspective", Journal of Music Theory, 42(2), pp.167~180 (1998)
- Lewin, David, "Generalized Musical Intervals and transformation" (1987), University Press
- Jack Douthett, "Parsimonious Graphs", Journal of Music Theory, 42(2), pp.241~263 (1998)
