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Curiosity: Why Exactly "∆"

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Bit

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Opening post by Bit

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I've had this curiosity for a while, why is it that as an alternative to M7, one also finds ∆7.

Regarding M7 I have no major doubts, but what does the ∆ signify? ...aside from being a conventional symbol to define a major seventh?

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Reply 2 by DrJellyfish

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Par Bastet

Great question. I searched a bit on the internet but it seems there is no certain answer. Some attribute it to Jamey Aebersold, others date it back to the '50s, but no one seems to know the reason. You find an infinity of answers ranging from ancient Egypt (...) to the fact that originally it was followed by 7 and represented only an upward arrow indicating the major seventh. Maybe it's just a graphic necessity, since the circle had already been used and a square is not so fast to write...

Just imagine that when I'm in a hurry I use the Greek "Pi" to represent pentatonics, rather than constantly writing out the full term... if someone were to adopt it by chance, they would rack their brains trying to understand its origin... ;-)

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Reply 4 by Frank

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A guy once gave me an almost reasonable explanation, since ∆ is the fourth letter of the Greek alphabet, the logic lies in the superposition of fourth intervals, which added together make a major seventh interval.

C-F + F-B=C-B indeed ∆

Now, is ∆ or M better?

Regardless of the reasons, in the logic of detaching from the mode and the reference scale, thereby increasing practicality during improvisation, I find ∆ more adequate.

But there would be other dysfunctions

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Reply 5 by DrJellyfish

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I had also read this interpretation. Generally, I distinguish between analytical symbols (Cm7b5) and synthetic ones (CØ); the former describe the chord in detail, while the latter can allow for greater reading speed. In the USA, the correctness of using one system or the other is debated; personally, I prefer the latter.

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Reply 7 by Bit

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DrJellyfish wrote:

P.S. it also remains a mystery why the ∆ is obtained by typing alt+H ...

...no...explain the alt+H story to me better?

To write ∆, I went through all sorts of trouble ... ha ha ha

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