No one is arguing that conditioning doesn't exist.
People who like atonal music definitely like it. They're not
lying. But why there are so many fewer of them in any society
(compared to lovers of tonal popular music and tonal classical
music), is because it takes so much more time to adapt to
listening to dissonance and atonality.
This was proven in the "Babies" experiment, because
the babies had little or no "pre-conditioning" to tonal
music. Yet they still disliked atonal music, and were drawn
to the tonal or consonant sounds.
Re-read that short URL:
https://www.webster.sk.ca/greenwich/babies.htm The professor there is quoted saying that it is harder
work to adapt to atonality. And it is. Like learning to like
Bleu cheese, compared to liking sugar or candy (which are almost
universally enjoyed immediately).
If ALL the senses -- taste, touch, smell and sight --
have stimuli or limits that can be, on one side, *naturally*
pleasant, and on the other side naturally painful or unpleasant,
then why would our sense of hearing be any different?
Singing atonal intervals [strung outside of any
tonal scale] is perhaps easier than adapting to atonal music
as a listener, because (I assume) you are dealing with just
intervals, not the full combinations of rhythm, multiple
chords, and melodic strings.
While it's easier to adapt to tonal melody, nevertheless,
conditioning *still* is partly required to appreciate tonal
harmonic music, because harmony is more complex than single
"A Capella" tonal melodies, and is innately more dissonant than
single tones (such as in a singing solo voice).
That's because the overtones we hear from any single
tone are all consonant, but when, for example, we make a
simple major chord, the overtones of each note in that
"consonant" chord are *not* all consonant with each other.
Some of these audible overtones cause complex ratios between
their frequencies, which are proven to be acoustically
"noisier" than simple ratios (consonances).
Thus a simple major chord has *both* consonance and
some dissonance in it, whereas a single tone has *only*
acoustically-defined consonance.
The reason why humans ever came to tolerate harmony
at all is because harmonies can reveal the *relationships that
exist between notes* in a tonal melody. The overtones linking
the notes of a melody are very faint. But harmonies can
strengthen these links. (Or weaken them, depending which
harmonies you use). Musicians first learning harmony were
willing to put up with minor amounts of dissonance in order
to better enjoy the tonal aspects within a melody.
To hear a short MIDI example of this, click on:
https://www.webster.sk.ca/greenwich/melody.htm That URL plays an *atonal* melody, and then, plays
the same melody *made tonal* by adding certain harmonies that
will bring out the inner-relationships between the notes of
the atonal melody.
See also this very short URL:
https://www.webster.sk.ca/greenwich/drone.htm ======== N O N - W E S T E R N M U S I C =========
I am also told that some students (perhaps not neces-
sarily yourself) argue that 'many people (especially young
music students) believe that in Asia or Africa or South
America they can't appreciate our music and that their music
is actually atonal.' But that isn't quite true.
Just in case you've heard that, here is a letter
I received some years ago from Andrew Tracey, head of the
International Library of African Music, a leading source
of knowledge about African music:
"...Very little evidence from Africa is adduced,
but what it could add would be support for the existence of
diatonic type of scales in certain regions, of scales clearly
based on the harmonic series [overtones] in others, and of
equal-spaced scales in yet others.
"As regards the number of notes in the octave,
according to Hugh Tracey's measurements of numerous
instruments during his 40 years of research in central,
eastern and southern Africa, approx 40% of Africans use
pentatonic scales, 40% heptatonic, and the remainder either
hexa- or tetratonic scales. A look through the catalogue of
our Sound of Africa series of recordings, 210 records recorded
by Hugh Tracey, would give you a good deal of evidence of
actual African tunings, recorded in Hz." -- Andrew Tracey
As regards "style" (Calypso, African or Indian ragas
and dances, etc, compared to Beethoven or the Beatles) some
music *styles* will require time and conditioning to be under-
stood, but the basic tonal scales *already were existing* and
were used tonally. They were discovered thousands of years
earlier. See these URLs [about the oldest known song and about
the "Neanderthal flute"] for clear proof:
https://www.webster.sk.ca/greenwich/evidence.htm https://www.webster.sk.ca/greenwich/fl-compl.htmMore about this matter can be found at this URL:
https://www.webster.sk.ca/greenwich/natbasis.htmand scroll down to the short chapter called: "An Evolutionary
Process in Progress."
Atonality does not ignore the natural sequence of overtones.
No system can ignore the overtone series unless its
music is played on tuning forks, which have no overtones.
It's based on the same musical system that Beethoven used.
Can you be precise? What system did Beethoven use
according to you?
According to me, Beethoven used the "tonal system,"
which of course, by definition, the "a-tonal" system clearly
doe NOT use. Also, there is more than one "atonal" system
claimed nowadays. Which one are you referring to?
Atonality is simply a method of musical organization.
What is the point of that statement? It's rather vague.
After all, every piece of music uses a "method of musical
organization." What is that method, specifically?
And if you want to talk about overtones, our Western musical
system does not follow those principles exactly either.
A fifth on a piano is not a true natural fifth.
Temperament is a specific system that actually *confirms*
a cultural adherence to a naturally-tuned or justly-tuned diatonic
system.
Its stated purpose for being invented was in order
to make a fixed key instrument that *could* make the scale or
"keys" in which music was written, be as *true* to a naturally
tuned key as possible, and still be physically playable or
feasible on a single instrument.
The first pianos and harpsichords were justly tuned,
but presented problems that eventually only temperament could
solve, such as only certain keys sounding natural, and the other
keys sounding grossly out of tune.
Since it is impossible to attain the goal of all keys
on a piano being pitched to a natural acoustic tuning, they are
tempered (altered slightly from acoustic pitch) -- a compromise
-- to make any key chosen sound as much in natural tune as
possible.
Most of us accept the "unnatural" mistuning as an accept-
able compromise. But people with perfect pitch do not, usually.
Also, singers often hate the piano as an accompaniment, and
many, if not most, *ignore* the tempered sound, and will sing the
natural intervals despite the piano's tuning. This mismatch between
vocalists and tempered or fixed-note instruments is common, even
in other cultures, past and present. There is evidence for this
in many musicologist writings -- available on request.
Violinists as well often ignore tempered intervals, and
harpists, trombonists, and etc.
Temperament is not explained as an exception to "just tuning"
due to some "desire" NOT to have natural keys and not to have acous-
tically just music or intervals. The real purpose for temperament
is as outlined above.
So why pretend that there is some other "non-tonal" reason
for using temperament?
In fact, if you play a C on the piano, the F#/Gb is actually closer to
the natural fifth than the (end of sentence missing?)
G. George Russell talks about that in his book "The Lydian Concept."
In order to demonstrate that properly, you'd need to
provide the ratios of F#/Gb on the piano to C, as well as the
tempered ratio between the C and the G on the piano. Then one
can see, from the ratios, if that is true. Can you provide those
ratios? That would make your claim -- if it's true, but the
point, even if true, seems to be missing in what you write.
Best Wishes
- Bob Fink
I'll post later a list of all the writers and musicologists who have found out and showed that the 4th and 5th are universal and found in their scale order in every musical system of any culture