Quotes about octave

A collection of quotes on the topic of octave, music, work, working.

Quotes about octave

“Love in all eight tones and all five semitones of the word's full octave”

Stephen Fry (1957) English comedian, actor, writer, presenter, and activist

“Then M. Ravel discussed another idea. That was that in these days of cacophony it might be quite an original idea for the orchestra to start, say, in C major, and then, through a series of discords the instruments should divide, some going up a semitone at every three or four bars, while others went down in the same way, eventually ending in perfect harmony in C major two octaves apart. He said: 'It is just an idea but it might be rather fun working it out and certainly a novel way of resolving harmony from discord.”

Maurice Ravel (1875–1937) French composer

Maurice Ravel and unattributed. "Finding Tunes in Factories", Evening Standard, London, 24 February 1932.
Also printed in: Orenstein, Arbie, ed. (1990). A Ravel Reader: Correspondence, Articles, Interviews, p.490-91. New York: Columbia University Press.

Way, Idea, Perfection

“Because of the limited keyboard. This is a very strange thing. When I play the piano, I get clear down to the left edge of the piano. Now, unlike Art Tatum, I don't take runs that go up, that always end up on the extreme high "C". But I really do like the low end. Even as an organist, it has bothered me that the keyboards are five octaves and stop at "C". I've always wished that my pedal board went down to "F". My harmonic thinking gets involved clear down to that "F" and to be cut off at the "C". I can't explain it. It's as if somebody were standing right next to you while you were playing and you just kept having the feeling like: "I can't go there; I can't go there."”

Clare Fischer (1928–2012) American keyboardist, composer, arranger, and bandleader

It does something to me. Whereby [sic] having the full keyboard just opens up a world of things to me. <br class="br">On his preference for Yamaha's 88-key PF-15 piano over the then prevalent DX7; radio interview, circa 1985, by Ben Sidran, as quoted in Talking Jazz With Ben Sidran, Volume 1: The Rhythm Section https://books.google.com/books?id=O3hZDQAAQBAJ&pg=PT457&dq=%22because+of+the+limited+keyboard%22&hl=en&sa=X&ved=0ahUKEwjOhaCoxMXRAhXB5iYKHcvbBykQ6AEIGjAA#v=onepage&q&f=false (1992, 2006, 2014)

World, Art, Feeling, Thinking

“His partitioning of the octave in the first ten bars places Varèse with Scriabin and the Schoenberg circle among the revolutionary composers whose work initiates the beginning of a new mainstream tradition in the music of our century.”

George Perle (1915–2009) American composer

Page 12
The Listening Composer

Music

“The listener with no preconceptions hears massive waves of sound breaking over him and forms from them the image of a passionate soul seeking and finding the path to faith and peace in God through a life of struggle and a vigorous pursuit of ideals. It is impossible not to hear the confessional tone of this musical language; Liszt’s sonata becomes - perhaps involuntarily on the part of the composer - an autobiographical document and one which reveals an artist in the Faustian mold in the person of its author. As in the Harmonies poétiques et religieuses, the underlying religious concept which dominates and permeates the whole work demands a special kind of approach. Whereas representations of human passions and conflicts force themselves on our understanding with their powerfully suggestive coloring, this concept only becomes manifest to those souls who are prepared to soar to the same heights. The equilibrium of the sonata’s hymnic chordal motif, the transformation of its defiant battle motif (first theme) into a triumphant fanfare, and its appearance in bright, high notes on the harp, together with the devotional atmosphere of the Andante, represent a particular challenge to the listener; he is, after all, also expected to grasp the wide-spanned arcs of sound which, from the first hesitant descending octaves to the radiant final chords, build up a graphic panorama of the various stages of progress of a human spirit filled with faith and hope. As the reflection of a remarkable artistic personality worthy of deep admiration and, by extension, of the whole Romantic period, Liszt’s B minor Sonata deserves lasting recognition.”

Burkard Schliessmann classical pianist

About the Liszt Sonata in B minor

Life, God, Peace, Faith

“If…[Alban] Berg departs so radically from tradition, through his substitution of a symmetrical partitioning of the octave for the asymmetrical partitionings of the major/minor system, he departs just as radically from the twelve-tone tradition that is represented in the music of Schoenberg and Webern, for whom the twelve-tone series was always an integral structure that could be transposed only as a unit, and for whom twelve-tone music always implied a constant and equivalent circulation of the totality of pitch classes.”

George Perle (1915–2009) American composer

Page 98
See: Common practice period, Twelve-tone technique
The Listening Composer

Music

“He [Gilels] played in an easy, natural manner, with strong but unassuming musicianship. His technique was brilliant; years later Neuhaus, still astonished, was to recall Gilels's incredible octaves in Liszt's Spanish Rhapsody. Yet Gilels was never looked upon as a mere virtuoso. As a matter of fact, his programs did not often include music pour epater le bourgeois. He played a stedy diet of Beethoven (the Hammerklavier was a work that strongly engaged his last years), Schubert, Schumann, Chopin and Brahms. In many respects, the great virtuoso who put his authoritative stamp on whatever he played was, at the same time, a thinking man's pianist.”

Emil Gilels (1916–1985) Soviet pianist

Harold C. Schonberg, The Great Pianists

Music, Nature, Thinking, Strong

“The Goldberg Variations have always enjoyed a special status, with pianists regarding them as a touchstone of their technical and interpretative powers. At stake are the ability to light up the work from within, a tightrope walk that at the same time describes a vast circle, starting out and returning to a state of apotheotic stillness, the ability to find one’s bearings within a particular concentration of inner and outer complexity, an inner and outer coherence and homogeneity that are all-embracing, the ability, finally, to produce an explosion of inner cells by reduced means and, hence, a particular sensitivity, sinewy tension, and color. The performer must play a game with particular devices, finding solutions to the problems posed by the work not in octave doublings and other playful expedients but in a tightly structured inner rigor and order. What is demanded is a particular form of internalization, of inner and outer lyricism. It is this that makes the Goldberg Variations so unique - and so demanding.”

Burkard Schliessmann classical pianist

Talkings on Bach

Color, Game, Problem, Light

“Of course, your voice always sounds better in the shower for some reason, maybe it's just the octaves or, I don't know, the water, I have no idea.”

David Boreanaz (1969) American actor, famous for Angel and Buffy

BBC interview http://www.bbc.co.uk/cult/buffy/angel/interviews/boreanaz/printpage.html

Idea, Water

“I do not think that any composer has ever asked for octave glissandi on the black keys, but there is a recording by Moriz Rosenthal of Chopin's Black-Key Etude in which he plays the short octave passage in both hands glissando: it hurts my hands just to think about it.”

Charles Rosen (1927–2012) American pianist and writer on music

Source: Piano Notes: The World of the Pianist (2002), Ch. 3 The Instrument and Its Discontents

Thinking, Hurt

“In accordance with the foregoing investigations on mathematical principles, let bronze vessels be made, proportionate to the size of the theatre, and let them be so fashioned that, when touched, they may produce with one another the notes of the fourth, the fifth, and so on up the double octave.”

Vitruvius book De architectura

Source: De architectura (The Ten Books On Architecture) (~ 15BC), Book V, Chapter V, Sec. 1

Mathematics, Fashion

“With a note of music, one strikes the fundamental, and, in addition to the root note, other notes are generated: these are called the harmonic series…As one fundamental note contains within it other notes in the octave, two fundamentals produce a remarkable array of harmonics, and the number of possible combinations between all the notes increases phenomenally. With a triad, affairs stand a good chance of getting severely out of hand…”

Robert Fripp (1946) English guitarist, composer and record producer

[Denyer, Ralph, The Guitar Handbook, 2002, 114, 0-679-74275-1]
Elsewhere

Music, Chance

“You must learn to think one octave higher. Only then will you learn how implosion energy works.”

Viktor Schauberger (1885–1958) austrian philosopher and inventor

Implosion Magazine, No. 83, p. 27 (Callum Coats: Energy Evolution (2000))
Implosion Magazine

Thinking, Learning

“The French archeologists Iégor Reznikoff and Michael Dauvois conducted detailed surveys of three decorated caves in the Ariège region of southwest France. …they moved slowly through the caves, stopping repeatedly to test the resonance of each section… spanning three octaves… those areas with highest resonance were also those most likely to harbor a painting or engraving. …a fascinating discovery that… Chris Scarre commented at the time, draws "new attention to the likely importance of music and singing in the rituals of our early ancestors."”

Richard Leakey (1944) Kenyan paleoanthropologist, conservationist, and politician

The Origin of Humankind (1994)

Music, Singing, Time, Drawing

“Everything depends, of course, on the shape of the hand, and it must be stressed that there is no type of hand which is more suited to the piano than another. One of the greatest pianists that I ever heard—certainly the most remarkable in his control of the widest possible range and variety of tone color—was Josef Hoffman, who had a hand so small that he could reach no more than an octave; Steinway built him a special piano in which the ivories were slightly narrower so that he could reach a ninth. His friend Sergei Rachmaninov had a very large hand, as did Rudolf Serkin, and Sviatoslav Richter could not only reach a twelfth but could play the last chord of the Schumann Toccata without arpeggiation—an effect which would certainly have astonished the composer. My teacher, Moriz Rosenthal, famous for his technique, had a small hand with stubby fingers; Vladimir Horowitz's fingers were exceptionally long, while Robert Casadesus had fingers so thick that he had trouble fitting them in between the black keys. There is no such thing as an ideal pianist's hand.”

Charles Rosen (1927–2012) American pianist and writer on music

Source: Piano Notes: The World of the Pianist (2002), Ch. 1 Body and Mind

Color, Teachers, Dependency

“Her forte was not necessarily the audibility of her music, for she had a defective area where her voice cracked at a high-pitch, with a limited one-octave range, but she turned it into her virtue for she knew how to mould her voice.”

Begum Akhtar (1914–1974) Indian musician

What a life

Music

“It was Pythagoras who discovered that the 5th and the octave of a note could be produced on the same string by stopping at 2⁄3 and ½ of its length respectively. Harmony therefore depends on a numerical proportion. It was this discovery, according to Hankel, which led Pythagoras to his philosophy of number. It is probable at least that the name harmonical proportion was due to it, since1:½ :: (1-½):(2⁄3-½).Iamblichus says that this proportion was called ύπ eναντία originally and that Archytas and Hippasus first called it harmonic.”

James Gow (scholar) (1854–1923) scholar

Nicomachus gives another reason for the name, viz. that a cube being of 3 equal dimensions, was the pattern άρμονία: and having 12 edges, 8 corners, 6 faces, it gave its name to harmonic proportion, since:<center>12:6 :: 12-8:8-6</center>
Footnote, citing Vide Cantor, Vorles [Vorlesüngen über Geschichte der Mathematik ?] p 152. Nesselmann p. 214 n. Hankel. p. 105 sqq.
A Short History of Greek Mathematics (1884)

Dependency