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The role of irrational numbers in the Wolfram model

9 Replies
Posted 5 years ago

Everything here is based off of 2/3 or 3/2 or 4/3

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POSTED BY: David Petry
Posted 5 years ago

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POSTED BY: David Petry
Posted 5 years ago

I’m going to research your point of view...

From my observation, I’m simply using an upbeat and a downbeat, while realizing the dimension I’m currently living within, creating music does not allow “3” because there is only a downbeat and an upbeat. I can create 3 but I’m actually using 6 when playing 3. I can explain more on this later.

David Petry

POSTED BY: David Petry

Does this help? I’m creating a frequency of 11 from 8. The foundation is based on a wave down and up. Using 2’s and 3’s (6) The rule is 2 becomes 3, 3 becomes 2, 4 becomes 3, 3 becomes 4

Yes -if I well understood- basically you are working with a string rewriting system motivated by applications in theoretical music. Maybe there is a function such that when it is applied to any vertex of the Baire string rewriting system (topological space of irrational numbers), the result is your string rewriting system. In order to explore deeper this idea, it is important to see the code of your method expressed as a string rewriting system. Here are some functions that may be useful.

Posted 5 years ago

Does this help? I’m creating a frequency of 11 from 8. The foundation is based on a wave down and up. Using 2’s and 3’s (6)
The rule is 2 becomes 3, 3 becomes 2, 4 becomes 3, 3 becomes 4

Thinking harmonically or vertical. 3/3/2 becomes 4/4/3 =8/11 Below is a video link of me performing it. It sounds completely natural, I’m quantizing it or allowing the gravity to pull me to count 1. The gravity will also occur throughout the space and time

I’ve also included 9/13 in the attachments

David Petry https://www.instagram.com/tv/CBupS2HFlRJ/?igshid=i0emsd0ah3po

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POSTED BY: David Petry
POSTED BY: Pavlo Bulanchuk
POSTED BY: Pavlo Bulanchuk
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