Renewable Music
A displaced Californian composer writes about music made for the long while & the world around that music. ~ The avant-garde is flexibility of mind. — John Cage ~ ...composition is only a very small thing, taken as a part of music as a whole, and it really shouldn't be separated from music making in general. — Douglas Leedy ~ My God, what has sound got to do with music! — Charles Ives
Friday, February 02, 2018
The Complete WZ
Composer Walter Zimmermann has greatly expanded his website, under his own Beginner Press label, with loads of scores and recordings, here. High recommended.
Judy Dunaway Interviewed
Here's a lively interview with composer Judy Dunaway. Dunaway is perhaps best-known for her music for her own instrument of virtuosity, the balloon, but her music is about much more than those air-filled elastic vessels.
Tuesday, April 11, 2017
Program Notes: Stage Patter
What
a composer says about her or his music is often misdirection (intentional or not.) In this aspect,
composing can be thought of as a form of stage magic with a similar
arsenal of tricks (production, vanishing, transformation, restoration,
transposition, transportation, escape, levitation, penetration,
prediction.)
Sunday, January 08, 2017
A Note on Accompaniment
Why is it assumed that an accompaniment runs simultaneously with the
thing it's accompanying? When an adult accompanies a child to an event or the zoo,
say, or someone walks with a another person — or maybe a pet — on a
walk through a park or shopping mall, the accompaniment can be side by side or one ahead of the other. (Indeed, in crowded spaces, single file may be the rule rather than side-by-side.)
So why not more pieces in which the thing and its accompaniment are not
simultaneous, but just proximate, in the same neighborhood, keeping an
ear or eye out for the other? I could imagine a solo performed in the
first half of a concert with its accompaniment bopping in late in the
second half, for example... they're still attached, just on a longer
leash.
Lloyd Rodgers (1942-2016)
The composer Lloyd Rodgers has left us. Born in Long Beach, California (June 2, 1942 - December 28, 2016, in San Diego), living away from Southern California only for two years in his first college teaching gig in Michigan. He studied, bachelor's-master's-doctorate, at UCLA, where, as a grad student, he was a close informant of Roy Harris (Harris would have Rodgers listen to the latest LPs that came his way and report back on them so that Harris wouldn't have to listen himself), a co-conspirator with Douglas Leedy, then low-man and house radical on the composition faculty totem pole, but considered his primary composition instructor to have been Mario Castelnuovo-Tedesco. He recently retired after 42 years tenure at California State University, Fullerton, where he became something of a local legend, a corrective or counter-force to institutional music making, through his teaching and through his work with a series of alternative music-making ensembles, notable the CSUF New Music Ensemble, the Cartesian Reunion Memorial Orchestra (the most prominent Southern California new music ensemble of its day not to be included in Los Angeles's edition of New Music America), a CSUF-based Diverse Instruments Ensemble (or D.I.E.) that was a kind of combination Collegium Musicum and Scratch Orchestra for experiments with historical and new music in open or reimagined instrumentations (typical program: arrangements of Satie, Zarlino and Bach), but also an excellent way for adventurous musicians to get University ensemble credit without having to deal with the usual choir, band, or orchestra, and his own professional ensemble, the Lloyd Rodgers Group.
Lloyd's compositional work began firmly in the avant-garde of the late 1960s, but with a commission from the Mirecourt Trio for a piano trio of classical dimensions, he made a decided turn to a modal or tonal world, in which cycles and repetitions were once again allowed, but without any sentimental attitude toward The Tradition. Many of the pieces were modular in construction and with an instrumentation to be determined in rehearsal (see the score of 1985's The Swing, above.) In co-founding the Cartesian Reunion Memorial Orchestra, he began to work with a democratic or collective environment pooling the members' compositional and instrumental resources. In principle, an "open" instrumentation group, its most stable grouping included Rodgers on sax, clarinet and keyboards, two or three additional keyboardists, vibraphone, guitar, cello, and electric bass, a mixture suggesting its unsettled relationship to both classical and pop groupings (though possibly more settled towards an early music mixed consort) but also directly connecting to the already-established East Coast ensembles of Reich and Glass and the experimental ensembles in England which Lloyd would later discover with great enthusiasm. (I first heard of the CRMO via an underground cassette with them playing a very odd arrangement of Liszt's Lugubrious Gondola v e r y s l o w l y.) In addition to his concert works, Lloyd had a long professional relationship with the choreographer Rudy Perez, and major works for dance included an Orpheus (1988) and The Little Prince (1987).
I didn't know Lloyd well enough and can only now regret this. He was one of those passionate musicians and teachers who used expletives with the frequency most of us use articles and conjunctions, would leave impossibly rude messages on his answering machine, was known to be both blunt in offering judgements but generous in extra hours of teaching well outside of any official classroom, and often in rooms where his favored "brown food" of coffee and cigarettes was either allowed or ignored. That passion could be easily confused with cynicism, sometimes even meanness, but it was a real and honest passion with only one direction: towards making honest and passionate music and making the world better by putting the music in it. He introduced me to the writings of the then-nearly forgotten Situationists via some underground publications in the early 80s, just one of the currents in his critical but independent engagement with music and the world around it. He was also one of those musical radicals who turned profoundly to the roots of music-making: the first lesson in his Counterpoint or Harmony course might be scheduled to meet not in some classroom but in a hardware store, so that students could buy all the materials needed to build a monochord (or, a one of Lloyd's students put it "the God machine.")
Lloyd's website is here, with lots of music to listen to, but not yet long-promised scores. A memorial page is on Facebook, here. My publishing enterprise, Material Press, is fortunate to publish two of Lloyd's pieces, including the georgeous Trio (1975.)
Tuesday, December 13, 2016
Erv Wilson (1928-2016)
A note on the passing of the Mexican/American (dual national)
tuning theorist, Ervin M. Wilson on December 8th. Wilson, born in
Colonia Pacheco, Chihuahua, Mexico was a non-academic theorist
specializing in alternative tuning systems, their notation, and designs
for keyboard instruments to accommodate them. Principle points of
departure for his work were the generalized keyboards of Bosanquet, the
theory of "evolving tonality" of the Polish-American musicologist and
theorist Joseph Yasser, from which Wilson extrapolated wider varieties
of new scalar types (his "scale tree"), typically identified by a total
number of tones and a generating interval, and the arithmetic insights
of the Mexican theorist Agusto Novaro. He collaborated with Harry
Partch, Adrian Fokker, John H. Chalmers, Jr., and Lou Harrison. Wilson
explored scales and tuning systems in just intonation, equal
temperaments, and systems that do not easily fall into either category.
He designed a large number of instruments, principally keyboards (the
19-tone generalized Hackleman-Wilson clavichord was a notable example)
and mallet percussion and experimented with novel guitar frettings and
collected a large number of indigenous flutes with equally-spaced
fingers holes, thus approximating subharmonic series, along the lines
described by Kathleen Schlesinger.
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Above and beyond the large number of practical solutions for instruments and notations typically presented in his virtuoso draughtsman's manuscript (he was employed, for many years, in the aerospace industry, as a draughtsman while also managing his ranch in Chihuahua where he carried out experiments in corn and chenepod hybrids) and the huge variety of techniques he developed for generating new scales and systems with musically useful potential (see especially the articles on the "Marwa Pemutations" and the "Purvi Modulations" as well as his later work with sequences of intervals associated with patterns in Pascal's Triangle, the "meta-meantone", "meta-slendro", "meta-pelog" and "metal-mavila", in particular,) I believe one of his most valuable contributions was the "combination-product set" which built upon his insight that the "tonality diamond" of Partch (with a precedent in Novaro, a diamond was basically a harmonic series multiplied by its subharmonic mirror) was, at base, a selection of tones based on globally organizing the factors of the (just) intervals between them. While the diamonds tended, inevitably, to reinforce a single tonal center, the Combination-Product Sets tended instead to be locally tonal while globally centerless, rich in symmetrical intervallic structures, but also rich in the total varieties of relationships found relative to each tone, and all in a compact system of just intonation of, typically, 6, 20 or 70 tones in total. To some degree, one could find in such a rich system a compelling alternative to many contemporary atonal practices in 12-equal.
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Wilson's idea of a scalar "moment of symmetry", in which a generating interval (a fifth, for example), within a given modulus (an octave, for example) at certain numbers of iterations creates a pattern of scale step symmetry in which the instances of the generator (and one closing, anomalous interval) each subtend the same number of scalar steps, appears to predate the notions of generated and well-formed scales familiar to many in the academic theoretical community.
Wilson's principle publications were made over many years in the informal journal of experimental music, Xenharmonikon. The composer Kraig Grady hosts a large archive of Wilson's manuscripts here: http://www.anaphoria.com/wilson.html A dissertation on Wilson's music-theoretical work by Terumi Narushima is now in press.
And this, too: Erv was a generous teacher and a friend. He had an amazing ear (I was once tuning some metal tubes in his workshop and, from time to time from up in his room, he would shout out the ratios of intervals as they were tuned up "135/128! 13/12! 64/45!") and a greater imagination for new tuning systems, keyboards, and notations that all came in families that propagated and mutated like those corn or quinoa hybrids. He taught with generosity, mostly at his dining table, with excursions, when necessary, to the metallophones and bamboo marimbas and refretted guitars and the wheezing old Scalatron in his living room, and always began by asking if the student had anything to teach him first.
Above and beyond the large number of practical solutions for instruments and notations typically presented in his virtuoso draughtsman's manuscript (he was employed, for many years, in the aerospace industry, as a draughtsman while also managing his ranch in Chihuahua where he carried out experiments in corn and chenepod hybrids) and the huge variety of techniques he developed for generating new scales and systems with musically useful potential (see especially the articles on the "Marwa Pemutations" and the "Purvi Modulations" as well as his later work with sequences of intervals associated with patterns in Pascal's Triangle, the "meta-meantone", "meta-slendro", "meta-pelog" and "metal-mavila", in particular,) I believe one of his most valuable contributions was the "combination-product set" which built upon his insight that the "tonality diamond" of Partch (with a precedent in Novaro, a diamond was basically a harmonic series multiplied by its subharmonic mirror) was, at base, a selection of tones based on globally organizing the factors of the (just) intervals between them. While the diamonds tended, inevitably, to reinforce a single tonal center, the Combination-Product Sets tended instead to be locally tonal while globally centerless, rich in symmetrical intervallic structures, but also rich in the total varieties of relationships found relative to each tone, and all in a compact system of just intonation of, typically, 6, 20 or 70 tones in total. To some degree, one could find in such a rich system a compelling alternative to many contemporary atonal practices in 12-equal.
Wilson's idea of a scalar "moment of symmetry", in which a generating interval (a fifth, for example), within a given modulus (an octave, for example) at certain numbers of iterations creates a pattern of scale step symmetry in which the instances of the generator (and one closing, anomalous interval) each subtend the same number of scalar steps, appears to predate the notions of generated and well-formed scales familiar to many in the academic theoretical community.
Wilson's principle publications were made over many years in the informal journal of experimental music, Xenharmonikon. The composer Kraig Grady hosts a large archive of Wilson's manuscripts here: http://www.anaphoria.com/wilson.html A dissertation on Wilson's music-theoretical work by Terumi Narushima is now in press.
And this, too: Erv was a generous teacher and a friend. He had an amazing ear (I was once tuning some metal tubes in his workshop and, from time to time from up in his room, he would shout out the ratios of intervals as they were tuned up "135/128! 13/12! 64/45!") and a greater imagination for new tuning systems, keyboards, and notations that all came in families that propagated and mutated like those corn or quinoa hybrids. He taught with generosity, mostly at his dining table, with excursions, when necessary, to the metallophones and bamboo marimbas and refretted guitars and the wheezing old Scalatron in his living room, and always began by asking if the student had anything to teach him first.
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