Book contents
- The Cambridge Companion to Serialism
- Cambridge Companions to Music
- The Cambridge Companion to Serialism
- Copyright page
- Contents
- Figures
- Tables
- Contributors
- Preface
- Part I Contexts I
- Part II Composers
- 4 Arnold Schoenberg and the ‘Musical Idea’
- 5 Alban Berg’s Eclectic Serialism
- 6 Rethinking Late Webern
- 7 Milton Babbitt and ‘Total’ Serialism
- 8 Pierre Boulez and the Redefinition of Serialism
- 9 The Serial Music of Karlheinz Stockhausen
- 10 Luigi Nono and the Development of Serial Technique
- 11 Stravinsky’s Path to Serialism
- Part III Geographies
- Part IV Contexts II
- References
- Index
4 - Arnold Schoenberg and the ‘Musical Idea’
from Part II - Composers
Published online by Cambridge University Press: 07 March 2023
- The Cambridge Companion to Serialism
- Cambridge Companions to Music
- The Cambridge Companion to Serialism
- Copyright page
- Contents
- Figures
- Tables
- Contributors
- Preface
- Part I Contexts I
- Part II Composers
- 4 Arnold Schoenberg and the ‘Musical Idea’
- 5 Alban Berg’s Eclectic Serialism
- 6 Rethinking Late Webern
- 7 Milton Babbitt and ‘Total’ Serialism
- 8 Pierre Boulez and the Redefinition of Serialism
- 9 The Serial Music of Karlheinz Stockhausen
- 10 Luigi Nono and the Development of Serial Technique
- 11 Stravinsky’s Path to Serialism
- Part III Geographies
- Part IV Contexts II
- References
- Index
Summary
As one of the inventors of the twelve-tone technique and the first well-known composer of twelve-tone music, it makes eminent sense that Arnold Schoenberg would be understood by scholars and musicians as a traditionalist. This chapter explores an important, but often neglected, way Schoenberg preserved tradition in his serial music: through the use of a ‘musical idea’ that involves the introduction and elaboration of a problem and its eventual solution. The chapter presents two analyses: of the Prelude op. 25 and the Piano Piece op. 33a. Both pieces illustrate problems and elaborations that stem from the differences between a symmetrical pitch-class or interval pattern (presented or implied at the beginning) and various close or distant approximations of it. The symmetrical pattern is then reasserted at or near the end, and the approximations are connected to it in significant ways, as a solution.
- Type
- Chapter
- Information
- The Cambridge Companion to Serialism , pp. 57 - 72Publisher: Cambridge University PressPrint publication year: 2023