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Dr Anirban Bandyopadhyay sound frequency prime numbers: Alain Connes Dance of the Primes=Three gunas
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Hi Dr. Anirban Bandyopadhyay: The enharmonic overtones that you, Anirban Bandyopadhyay, refer to actually originate from noncommutativity that Fields Medal math professor Alain Connes calls simply, "two, three and infinity." It's not the same as the Western Harmonic Series. In traditional Indian tuning they know that a drone with a Perfect Fourth overtone is actually creating a NEW fundamental tone root tonic as the noncommutative Perfect Fifth undertone "quantum beat." This is from the older "three gunas" philosophy - very simple yet very radical. See Alain Connes "Music of Shapes" lecture for details:
For the origin of prime numbers from noncommutativity nonlocality see
Dance of the Primes
all the best,
drew hempel
Hi Dr. Bandyopadhyay: "In the traditional way to look for an interpretation of the zeros of the Riemann zeta function, one looks for them as energy levels of a quantum system (see for instance [2]) and what was strange is that in my own approach however the zeros appear naturally as "time onsets" i.e. in a dual manner (see [4]) A. Connes, Trace formula in noncommutative geometry and the zeros of the Riemann zeta function. Selecta Math. (N.S.) 5 (1999), no. 1, 29–106. Motivic Rhythms Alain Connes August 28, 2020
This is the same as Roger Penrose's noncommutative "palatial twistor" model (that you disagree with?). hahaha. Basil J. Hiley has corroborated this noncommutative physics also. Larry Domash argued that noncommutativity is the secret of the Vedic Mantras also used in Maharsishi Yoga meditation (TM) squared to the TM since it's probably trademarked. haha.
thanks,
drew hempel
For the origin of prime numbers from noncommutativity nonlocality see
Dance of the Primes
all the best,
drew hempel
Hi Dr. Bandyopadhyay: "In the traditional way to look for an interpretation of the zeros of the Riemann zeta function, one looks for them as energy levels of a quantum system (see for instance [2]) and what was strange is that in my own approach however the zeros appear naturally as "time onsets" i.e. in a dual manner (see [4]) A. Connes, Trace formula in noncommutative geometry and the zeros of the Riemann zeta function. Selecta Math. (N.S.) 5 (1999), no. 1, 29–106. Motivic Rhythms Alain Connes August 28, 2020
This is the same as Roger Penrose's noncommutative "palatial twistor" model (that you disagree with?). hahaha. Basil J. Hiley has corroborated this noncommutative physics also. Larry Domash argued that noncommutativity is the secret of the Vedic Mantras also used in Maharsishi Yoga meditation (TM) squared to the TM since it's probably trademarked. haha.
thanks,
drew hempel
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