Infinity series: Difference between revisions
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Norgard discovered the melodic infinity series in 1959 and it provided an inspiration for many of his works during the 1960s. However, it was not until his ''Voyage into the Golden Screen'' for small ensemble (1968) and ''Symphony No. 2'' (1970) that it appeared overtly. The harmonic and rhythmic infinity series were developed in the early 1970s and the three series were first integrated in Norgard's ''Symphony No. 3''. | Norgard discovered the melodic infinity series in 1959 and it provided an inspiration for many of his works during the 1960s. However, it was not until his ''Voyage into the Golden Screen'' for small ensemble (1968) and ''Symphony No. 2'' (1970) that it appeared overtly. The harmonic and rhythmic infinity series were developed in the early 1970s and the three series were first integrated in Norgard's ''Symphony No. 3''. | ||
== Melodic infinity series == | |||
The melodic infinity series, the infinity series proper, is based on a series of interlocked intervals. | |||
== Rhythmic infinity series == | |||
The rhythmic infinity series is based on the [[golden section]]. | |||
== Harmonic infinity series == | |||
The harmonic infinity series has its basis in the natural overtone and undertone series. | |||
== External links == | == External links == | ||
Revision as of 15:50, 25 November 2006
The infinity series (Danish: Uendelighedsrækken) is a musical composition method developed by the Danish composer Per Nørgård first for serializing melody, subsequently augmented with approaches to harmony, and rhythm.
Norgard discovered the melodic infinity series in 1959 and it provided an inspiration for many of his works during the 1960s. However, it was not until his Voyage into the Golden Screen for small ensemble (1968) and Symphony No. 2 (1970) that it appeared overtly. The harmonic and rhythmic infinity series were developed in the early 1970s and the three series were first integrated in Norgard's Symphony No. 3.
Melodic infinity series
The melodic infinity series, the infinity series proper, is based on a series of interlocked intervals.
Rhythmic infinity series
The rhythmic infinity series is based on the golden section.
Harmonic infinity series
The harmonic infinity series has its basis in the natural overtone and undertone series.