- 304 -Mazzola, Guerino / Noll, Thomas / Lluis-Puebla, Emilio: Perspectives in Mathematical and Computational Music Theory 
  Erste Seite (1) Vorherige Seite (303)Nächste Seite (305) Letzte Seite (454)      Suchen  Nur aktuelle Seite durchsuchen Gesamtes Dokument durchsuchen     Aktuelle Seite drucken Hilfe 

exerting pervasive effects upon the overall structure of this and subsequent movements.«7
 
7  
Epstein (1987, p. 162)

We have discussed metric analyses of all four Symphonies by Brahms in Fleischer (2003) in detail, now we want to focus on inner metric analyses of the Second Symphony.

3.1 First movement


PIC
Figure 4: Excerpt from the metric weight of the entire exposition (measures 1-43)


The metric weight of the entire exposition of the first movement Allegro non troppo (time signature 3 4 ) is divided into three parts of very different regularities, as shown in figures 4, 5, and 7. The first part corresponds to the measures 1-43, the second to measures 44-117 and the third to measures 118-186.


PIC
Figure 5: Excerpt from the metric weight of the entire exposition (measures 44-117)



PIC
Figure 6: Detail from figure 5



PIC
Figure 7: Excerpt from the metric weight of the entire exposition (measures 118-186)


Figure 4 shows the first part of the metric weight which is characterized by metric coherence: the first onsets of the bars get the greatest metric weight. Metric


Erste Seite (1) Vorherige Seite (303)Nächste Seite (305) Letzte Seite (454)      Suchen  Nur aktuelle Seite durchsuchen Gesamtes Dokument durchsuchen     Aktuelle Seite drucken Hilfe 
- 304 -Mazzola, Guerino / Noll, Thomas / Lluis-Puebla, Emilio: Perspectives in Mathematical and Computational Music Theory