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Yes, I use the pentatonic scales a lot in both my guitar and bass playing. Also look into the blues scale.:

https://www.guitarcommand.com/blues-scale-bass/#c-blues-scale-bass


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I read once that the oldest instrument to be found, a bone with holes in it, plays a pentatonic scale. I also read that most cultures have independently come up with the pentatonic scale, it's just that they don't always start on the same note.

The major pentatonic in C is the minor pentatonic in A.

This tells me there is something organic about the pentatonic scale.

I use them a lot in my improvisations, sometimes mixing minor and major, depending on the song. Perhaps over half. Why? The audience seems to like it.

Charlie Parker played a lot of major pentatonic, even though he was a bebop player.

I discovered minor pentatonic, on sax when I was a child, in a rock band. Added flat 5 and 9 for passing or tension, and transposed to all keys (unlike the guitar, the fingering for each key is different). I've built on from there throughout my life, but I can always depend on the pentatonic to keep me grounded.

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Originally Posted by dcuny
There's a good mapping between the overtone series and how we perceive harmonic tension. I have no doubt that's tied to the mechanics of how we decode pitch.
Overtones (or higher harmonics) is what so many of us enjoy about the sound of musical instruments. Sure, pure tones as produced by synths are nice and have their place.

But when even a single note is played on an instrument its overtones define the "color" or timbre of that instrument. The sweet metallic sound of a muted trumpet or the bow drawn across a string of a cello produce a series of harmonics specific to that instrument. I'm sure instrument designers have understood this for centuries.


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Originally Posted by Bass Thumper
Overtones (or higher harmonics) is what so many of us enjoy about the sound of musical instruments. Sure, pure tones as produced by synths are nice and have their place.

But when even a single note is played on an instrument its overtones define the "color" or timbre of that instrument. The sweet metallic sound of a muted trumpet or the bow drawn across a string of a cello produce a series of harmonics specific to that instrument. I'm sure instrument designers have understood this for centuries.
Yes, you can use and Fourier Transform to show the harmonic makeup of instrument timbre. But I doubt that "instrument designers have understood this for centuries" helped in the design of instrument. Rather, it was the general guidelines of mechanics, such as the type of bore (cylindrical vs. conical) and instrument materials that guided designers. Additionally, most changes to instruments were incremental changes, such as the Boehm fingering system, which built on other similar developments. Even the saxophone was an extension of prior designs.

But that's not what I was talking about.

I was addressing that question you had about the perception of consonance and dissonance - especially in the pentatonic scale - and what the basis was.

The properties of the overtone series of come from physics, as does how our hearing works. They are inextricably linked together. The fact that melodic and harmonic systems have been developed that match properties of these overtone ([i]i.e.[i] being able to come up with a measure of harmonic consonance using the series) as well as being able to fill in the scale via the Circle of Fifths makes - to my mind, anyway - a compelling argument that this isn't something that's based in neurology.


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Originally Posted by dcuny
Yes, you can use and Fourier Transform to show the harmonic makeup of instrument timbre. But I doubt that "instrument designers have understood this for centuries" helped in the design of instrument.

The properties of the overtone series of come from physics, as does how our hearing works. They are inextricably linked together. The fact that melodic and harmonic systems have been developed that match properties of these overtone ([i]i.e.[i] being able to come up with a measure of harmonic consonance using the series) as well as being able to fill in the scale via the Circle of Fifths makes - to my mind, anyway - a compelling argument that this isn't something that's based in neurology.
When I say that instrument designers have understood harmonics for centuries, I wasn’t referring to a Fourier analysis understanding. Fourier invented Fourier analysis in the 1800s.

Rather I was referring to the knowledge and skill that craftsmen in Europe and elsewhere had in building instruments centuries ago. The harpsichord for example was invented in the late 1300s and around that time they had an understanding of how string length, string tension, materials, soundboard thickness, ribbing and other parameters had on the overall sound quality and hence harmonics of the instrument they were building. It was a slow, grinding process and I’m sure trial and error was a major tool in their toolbox.

But I agree, all this is not the subject of the book.

From what I understand at this point, the concepts of consonance and dissonance appear as an outcome of neurological processing resulting in to what degree we find a given audio input as pleasing. Another non-Boolean spectrum where we have degrees of pleasing (or non-pleasing) audio inputs.

Certainly, without physics, there would be no pressure fluctuations and no sound. So physics provides the input. But the brain needs to interpret said input. I doubt a tree could perceive the difference between musical consonance and musical dissonance, much less prefer one over the other. So I would say that neurology does play a major role.


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Originally Posted by Bass Thumper
From what I understand at this point, the concepts of consonance and dissonance appear as an outcome of neurological processing resulting in to what degree we find a given audio input as pleasing. Another non-Boolean spectrum where we have degrees of pleasing (or non-pleasing) audio inputs.
I don't know that's something that's generally accepted.

That consonant and dissonant intervals align closely to physical phenomena - such as the overtone series and beating - would put a strong weight towards physical explanation, rather than a neurological one.

The concept of a critical band is well known, where frequencies are "close enough" that the ear can't distinguish between them. The psycho-acoustic phenomena of masking is when weaker harmonic signals that are "masked" by stronger, nearby harmonic signal and thus not heard. Audio compression algorithms take advantage of this by removing the weaker harmonic signals, thus reducing the signal complexity.

Similarly, it is hypothesized that different tones that lie in the same critical band are perceived as dissonant. The timbre of tones will come into play, as richer timbres with more overtones will share more critical bands.

In short, although it's been known the ratio has been a factor in how consonant an interval is likely to be heard, it's only relatively recently that we've identified a probably underlying physical explanation in the auditory systems. Critical bands provide this sort of explanation.

Obviously, hearing consonance in music instead of simple intervals is more complex.


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Originally Posted by dcuny
I don't know that's something that's generally accepted.
I really can’t speak to what is generally accepted. I’m sure there is much research ongoing. But when I connect the dots that I’m familiar with it seems that our neural processors prefer patterns that are easy to process. Complex ratios create irregular patterns resulting in dissonance while simple ratios produce pleasing neural firings resulting in consonance.

But expectation and familiarity also come into play and hence historical and cultural principles must be factors.

As a very simple example, this may be why bands like the Beatles, Eagles and other artists that write “easy to digest” music are more popular than bands like Yes or ELP. This may also explain why many (including myself) don’t understand and can’t appreciate some forms of jazz.

Out to Lunch

I could only listen for the 1st minute or so.

Critical bands and more broadly, the fact that our auditory system is a highly sophisticated transducer which transforms sound pressure waves into an understandable phenomenon we call music is quite interesting.

The Wiki page amplifies the point that we have filters in our auditory system. Indeed, I wouldn’t be surprised if we have dozens of “filters” and probably as many “descrete processors” that make up the total signal chain. And I’m guessing that this signal chain is not a simple serial chain but a distributed chain with parallel and feedback loops involving long and short-term memory. There is a LOT going on that we all take for granted.


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This is called free form jazz or free jazz. It is where jazz musicians break virtually every rule:
https://en.wikipedia.org/wiki/Free_jazz

This is what I was talking about during one of our conversations about breaking the rules. This is not one of my favorite jazz genres but I can listen to it as I have listened to this entire song. I was exposed to jazz at an early age. In fact when other guitarist were listening to Jimi, Cream, etc I was listening to Coltrane, Cannonball, Miles, etc.

I think a lot of the "easy to digest" pop/rock/rap songs are because a lot of people have not been exposed to other forms of music. Back in the 1960's, before corporate music took over the industry, FM radio played all music genres. You could get everything from folk, country, jazz, classical and everything in between. That does not exist today, at least not is the same quantities. But don't get me wrong as some people would listen and not like jazz, country, rap, etc. Its just a personal choice. YMMV


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Originally Posted by MarioD
This is called free form jazz or free jazz. It is where jazz musicians break virtually every rule:
I think a lot of the "easy to digest" pop/rock/rap songs are because a lot of people have not been exposed to other forms of music.
You may be onto something.
Could it be that I'm a "rule follower" in music because if the rules are broken I don't understand the result?
And could it be that I don't understand broken rules because I was never exposed to them in my musical formative years?

Make no mistake, just because I don't understand free form or other types of music doesn't necessarily mean I don't admire those rule breakers for their talent.
As a matter of fact, for decades I've often lamented the fact that others could understand "broken rule music" while I couldn't, even though Yes and ELP were amoung my favorite bands. I suppose that on the rule-breaking spectrum, Yes and ELP are probably light weights.

And I wonder how "edge" plays into all this smile


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Originally Posted by Bass Thumper
Originally Posted by MarioD
This is called free form jazz or free jazz. It is where jazz musicians break virtually every rule:
I think a lot of the "easy to digest" pop/rock/rap songs are because a lot of people have not been exposed to other forms of music.
You may be onto something.
Could it be that I'm a "rule follower" in music because if the rules are broken I don't understand the result?
And could it be that I don't understand broken rules because I was never exposed to them in my musical formative years?.............................
And I wonder how "edge" plays into all this smile

I am a strong believer of teaching music and other art forms in middle to high school should be on all school's curriculum. That is where I learned about jazz and classical music. Early exposure to all art forms is necessary IMHO.

You've got to admit that listening to free form jazz is very edgy - ducking and running for cover.


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Originally Posted by Bass Thumper
I really can’t speak to what is generally accepted. I’m sure there is much research ongoing. But when I connect the dots that I’m familiar with it seems that our neural processors prefer patterns that are easy to process. Complex ratios create irregular patterns resulting in dissonance while simple ratios produce pleasing neural firings resulting in consonance.
I'm going to belabor the point a bit more.

When you say "Complex ratios create irregular patterns", it feels like there's some handwaving going on. It's not as if our ears are sending pure signals to the brain, and the neurons are comparing pitch ratios. That's just not how hearing works.

The processing of signal to pitch takes place in the ear, not in the brain. The ear functions as a pitch discriminator. However, there are limits to what pitches can be discriminated between. When two pitches fall within that margin - the critical band - they land on the same receptor. And that receptor complains I'm having trouble differentiating between these two pitches.

That's a much simpler mechanism than what you seem to be proposing, and it seems to be borne out by studies.

We have other examples of processing taking place at the sensor level, such as the eye. The image on the eye's receptors passes through multiple layers, and determinations are made at the within the eye, not the brain. For example, a frog's eyes has specialized "bug detectors" for detecting small moving shapes and "event detectors" for general movement. To reiterate, this processing happens in the frog's eye, not its brain.

Music is much more than simply "consonance" and "dissonance". It's the creative use of these elements, structuring them in time and motion, as well as setting and sometimes evading expectations.

But research indicates that that simple concept of "concept" and "dissonance" can be explained via critical bands within the ear, rather than a higher-level neural processing.


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