Sonata for Clarinet (Cage)
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Sonata for Clarinet is an early work by John Cage, composed in 1933. It is also known under its early title, Sonata for One Voice.


History

The piece was created in 1933 (the first and last movements composed on September 3 and 5, respectively) while Cage was studying music with Richard Buhlig (Nicholls 2002, 63). Buhlig convinced Cage to send the Sonata, as well as some other pieces, to Henry Cowell for publication in ''New Music''; thus it became Cage's earliest published piece. Cowell later suggested that the Sonata be performed at a New Music Society of California workshop in San Francisco. When Cage arrived, it turned out the clarinetist couldn't play the piece, and Cage had to play it himself, on piano (Nicholls 1990, 176). Cage also tried to get a Los Angeles Philharmonic Orchestra clarinetist to play the sonata, but the clarinetist refused on aesthetic grounds (Kostelanetz 2003, 103). Later in life, Cage made some revisions and the sonata was finally published by Edition Peters, Cage's principal publisher, in 1963. Although he disliked some of his early works, he considered the Sonata, according to a late interview, "very interesting" (Duckworth 1999, 8).


Analysis

The Sonata is scored for a solo clarinet in B-flat. There are no dynamics, articulation or phrasing indications (Nicholls 1990, 176). Overall, the style is, in the words of Cage scholar James Pritchett, "chromatic, rhythmically complex, and unmetrical." (Pritchett 1993, 7). There are three movements: #''Vivace'' #''Lento'' #''Vivace'' The first movement is influenced by
twelve-tone technique The twelve-tone technique—also known as dodecaphony, twelve-tone serialism, and (in British usage) twelve-note composition—is a method of musical composition first devised by Austrian composer Josef Matthias Hauer, who published his "law o ...
, but is not bound by its formal procedures: there is no
row Row or ROW may refer to: Exercise *Rowing, or a form of aquatic movement using oars *Row (weight-lifting), a form of weight-lifting exercise Math *Row vector, a 1 × ''n'' matrix in linear algebra. *Row (database), a single, implicitly structured ...
in the strict sense of the word, but the music is based on retrogrades of various melodic and rhythmic fragments. For example, the contents of bars 1–2 is presented in retrograde in bars 20–21, with the same rhythm, and similar symmetries and transformations inform the entire movement (Nicholls 2002, 64). By contrast, the second movement uses the tone row technique in a much more strict manner, although still only marginally related to Schoenberg's method. It begins with the various forms of the row following one another in close succession:
prime A prime number (or a prime) is a natural number greater than 1 that is not a product of two smaller natural numbers. A natural number greater than 1 that is not prime is called a composite number. For example, 5 is prime because the only ways ...
(bars 1–5),
transposed In linear algebra, the transpose of a matrix is an operator which flips a matrix over its diagonal; that is, it switches the row and column indices of the matrix by producing another matrix, often denoted by (among other notations). The tr ...
(bars 5–9), retrograde (bars 10–12). Bars 12–19 are filled with fragments from each of the three used forms, and the movement ends with the
retrograde inversion Retrograde inversion is a musical term that literally means "backwards and upside down": "The inverse of the series is sounded in reverse order." Retrograde reverses the order of the motif's pitches: what was the first pitch becomes the last, and ...
(bars 20–24). The last notes repeat (pitch-wise) the ones from bar 5, where the prime form overlapped with the transposed form (Nicholls 2002, 63–64). The third movement is an exact pitch retrograde of the first.


References

* Duckworth, William. ''Talking Music: Conversations with John Cage, Philip Glass, Laurie Anderson, and Five Generations of American Experimental Composers''. Da Capo Press, 1999. * Kostelanetz, Richard. ''Conversing with John Cage''. Routledge, 2003. * Nicholls, David. ''American Experimental Music, 1890–1940''. Cambridge University Press, 1990. * Nicholls, David. '' The Cambridge Companion to John Cage''. Cambridge University Press, 2002. * Pritchett, James. ''The Music of John Cage''. Cambridge University Press, 1993.


External links


Sonata for Clarinet data sheet
{{John Cage Compositions by John Cage
Cage A cage is an enclosure often made of mesh, bars, or wires, used to confine, contain or protect something or someone. A cage can serve many purposes, including keeping an animal or person in captivity, capturing an animal or person, and displayin ...
1933 compositions