Two, Three, Infinity: Alain Connes noncommutative music unified field alchemy meditation paper

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Only Fields Medal math professor Alain Connes has revealed the noncommutative phase logic of music theory that explains the unified field theory. Eddie Oshins of Stanford Linear Accelerator Center also realized that noncommutative phase logic explained nonwestern alchemy meditation or Neigong (the Daoist term for internal alchemy training). All human cultures use the music theory of Octave, Perfect Fifth/Perfect Fourth and noncommutative phase logic explains how that simple truth of two, three, infinity (Connes' phrase) is the secret of universal music healing energy.

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Dear Professor Laureate Noam Chomsky: Professor Alain Connes makes a remark that I thought you'd enjoy. I was rereading his remark and your talks on linguistics enabled me to better understand Connes. Connes says,

"Our brain is an incredible...it perceives things in momentum space of the photons we receive and manufactures a mental picture. Which is geometric. But what I am telling you is that I think...that the fundamental thing is spectral [frequency]...and somehow in order to think we have to do this enormous Fourier Transform on geometry. By talking about the "music of shapes" is really a Fourier Transform of shape and the fact that we have to do it in reverse [meaning noncommutative quantum time-frequency uncertainty is transformed into phase-amplitude shape]. This is a function that the brain does amazingly well, because we think geometrically."

So as you emphasize - the origin of thinking is paradoxically before thoughts - and Connes is addressing this paradox by claiming it is solved through noncommutative phase logic that is before geometry (and therefore before thinking).

The above is from his lecture on music theory. I had first contacted you in 2001 regarding my master's thesis that cites your work (and my own activism inspired by your own research). My graduate degree was self-designed in Liberal Studies with the emphasis on sustainability (so I did a lot of activism). haha. My thesis was on music theory as philosophy of science for the foundation of sustainability. I was trying to describe a concept but I didn't understand noncommutative phase logic - (I had never heard of it until I discovered Alain Connes a few years later).

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My pause button thanks you :) Thanks for sharing. What are your thoughts on string theory?

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