What Geometry SOUNDS Like
Вставка
- Опубліковано 7 чер 2024
- 🔗 GET THE DIAGRAMS HERE:
mikegeorge.locals.com/post/37...
00:00 - Introduction
02:31 - Musical pitch space
04:07 - Adding color
06:32 - Geometric intervals
09:32 - The symmetry of keys
13:37 - Dig deeper
🔗 FRETBOARD GEOMETRY PLAYLIST
• Fretboard Geometry
🔗 GUITAR KEYS PLAYLIST
• Guitar Keys
Music is audible geometry. It's made of clear, predictable patterns that help you unlock music music theory -- to write the kind of songs you like. In this video, I explain exactly how it works.
If you'd like to see more videos like this, please LIKE and SUBSCRIBE. And if you know someone who needs to see this, be sure to SHARE it with them. I want to know what you think, so please COMMENT.
▶ LINKS 🎥
THE GEOMETRY OF MUSIC: • The Geometry of Music ...
🤘GET into the LIBRARY!🤘
Theory course. Diagrams. PDFs. Conversation. Like-minded musicians.
mikegeorge.locals.com/
🎹 SHOP 🎸
shop.mycolormusic.com/
👕 MERCH 🧢
colormusic.creator-spring.com/
🤼♂️ CONNECT 🗣
LIBRARY: mikegeorge.locals.com/
RUMBLE: rumble.com/c/MikeGeorge
TIKTOK: @mikegeorge360
SITE: mycolormusic.com/
EMAIL: mycolormusic[at]gmail[dot]com
For anyone who battles Dyslexia, this is a life saver.
It never would have occurred to me that geometric shapes would make it easier. Good to know as an educator and UA-camr myself!
One of my personal hobbies is searching out the instructors on any subject who stand out head and shoulders above the average. You, sir, are an excellent instructor. This is one of the most cogent and rare insights into music theory that I’ve ever seen presented. Well done.
Absolutely brilliant relationship between geometry and music and excellent examples!
Thank you soo much for sharing!
Cheers, Brian. And thanks for your feedback! 🤘
The part where you show the intervals yielding the same exact shapes in all keys is absolutely mind-blowing. You just have to learn one pattern and then you know them all.
Music is a beautiful thing. Yes, the underlying framework of notes is surprisingly simple once you can see it. Cheers.
Of course they yield the same shapes, it's the same interval sizes. What would be mind blowing is if they didn't.
@@Pedro_MVS_Lima No, it wouldn't because it would be inconsistent.
@@AdrianOlivas_ How would it be inconsistent?
thanks. you made a simple concept infinitely more difficult to understand with your fancy animation and colours :D
Amazing.
The visible spectrum for humans is approximately 1 octave ( in terms of light frequency) , which I guess is why the color wheel analogy works.
It makes me wonder what vision would be like if we could see across multiple octaves.
Interesting question. As Da Vinci said, "everything is connected."
Amazing like always Mike! Thank you so much!!!
Wow! Cool video! Thanks! Great way to think about music theory!
This is truly blowing my mind! I’ve never seen music explained this way and as a visual artist it deeply resonates. Thank you!
Hello Mike,
Your channel seems very interesting & unique.
I will try to check all the videos.
This is revolutionary. Please tell me you have bass guitar color stickers available?
This is amazing and underrated content!
8:00 This would only apply to western major scale structure.
Music is vibration. Sound waves form patterns. Frequency changes the pattern. The A above A 440 is A 880. The A below A 440 is A 220. Your math question for today: Assign a number to the A one octave above A 880. My homework assignment: Look at the number patterns in the circle of 5ths. 😊
A 1760. Which numbers on the circle of fifths? The pitch classes? 0, 2, 4, 6, 8, 10 interspersed with 7, 9, 11, 1, 3, 5. Find the pattern.
Wow!! This is Next Level!! 👌
Thanks! 🤘
Brilliant!
It remembers me the famous coltrane's pentagram drawing :-)
This is an excellent presentation and channel.
I have a different view in some places - I prefer not to say that the 4th and 5th are harmonically close to the tonic. There are other intervals much closer to my mind - ie 7th and 2nd.
I think of the 4th and 5th as stable intervals which form the spine of the harmony.
Stability rather than proximity.
If we take a major, minor and sus2 chord in the same key, we can see that the intervals in the sus2 chord are found in both the major and minor. They are stable, but not close intervals.
This tells me something about the fundamental nature of the 4th and 5th - if we go back to architecture, they are like the load bearing walls.
The more nuanced harmonic information is embedded in other intervals
does someone wanna tell this guy about tuning systems
Much love❤❤❤
Cheers!
Music is liquid architecture.
Yes!
@@mikegeorge360 That is the other half of the Johann Goethe quote.
The structures that our essence inhabits
Very good job
best of the best!
Audible Geometry, my new band name lol I hereby call dibs lol pretty sure that’s legally binding guys, sorry
finally i know how to find the invisible man, tank you!
Prose (written or spoken word) is the space between the letters. 😊
Hence, lyrics can blend beautifuly, or not, within music. 😂
Geometry has never sounded so good!
Your brilliant.
Music is a beautiful thing. 🤘
Wait, *bong hit. *cough, okay push play.
Ok
*If one.listen it daily,They will understand it in a year. Absolutely amazing.*
You, Sir, are an Initiate 😌
"The Geometry of Music" ua-cam.com/video/ZWzwb4BumIk/v-deo.html
c256, a432 are more geometric than a440 standard tuning. That’s why they call it Scientific Tuning. I talk about this on my uTube channel.
So awesome the sound music in Heaven when every nations will praise The LORD JESUS CHRIST ❤
Geometry is the breath of God.
Those geometrical patterns are not in the music, but on the (geometrical) representation you chose for it. Had you chosen a numerical representation, numerical patterns would be found, or if you chose the zodiac signs to represent the pitches, you'd find astrological patterns.
Heck, you can even represent music with letters, here's an Am chord: A C E. And now, an Fmaj7 chord: F A C E. Oh, a Fmaj chord is like an Am chord but with an F added on the bass, they'll probably go well together on a song. Well yes, they do because they share a bunch of notes, where's the geometry in that? Changing a triangle to a quadrilateral by adding a new vertex? Mind blowing! Not.
It’s not so mathematically related as described by musicians. You can make thousands if not millions of different patterns/relations by rotating, flipping, and picking any pattern randomly but in a certain order. It’s just chaotic. This is not music. I know as a matter of fact that almost every musician just makes music without knowing or applying these.
Poor colorblind people
i feel like i need some steps before this and up into this information later any suggestions