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Wick Rotation 'hits big w/ mystical types': nonwestern music antigravity noncommutativity paranormal
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Betreff: Re: Please comment on Raymond Chiao's superluminal signal paper
Datum: Sun, 6 Aug 2023 13:47:50 +0200
Von: Günter Nimtz
An: Günter Nimtz
Hello Drew Hempel:
We are used to this behaviour of Chiao and Steinberg: not to cite our papers. Here, you shall find all the explained superluminal effects.
Sincerely, Günter Nimtz
"Definitively, tunneling represents a non-relativistic process. The Wick Rotation operator may represent a candidate to eliminate real space and time co-ordinates inside the barrier?"
Wow - thanks very much Professor Nimtz! I will study that book chapter. I have your book also. Your mention of Wick rotation spiked my interest for sure and your mention of "strange models" by Chiao is spot-on. It's all very tedious to have to sort all these claims out. hahaha. He is close but not quite there yet!
"This way, thinking about i as an iterant is explained below. By starting with a discrete time series of positions, one has immediately a non-commutativity of observations, since the measurement of velocity involves the tick of the clock and the measurement of position does not demand the tick of the clock. Commutators that arise from discrete observation suggest a non-commutative calculus,....Here we see i[maginary] emerge in the non-commutative context of the Clifford algebra generated by e and η, and we see that, in this way, i[maginary] becomes inextricably identified with elemental time, and so the physical substitution of i[maginary]t for t (Wick rotation) becomes, in this epistemology, an act of recognition of the nature of time. One does not have an increment of time all alone as in classical t. One has it, a combination of an interval and the elemental dynamic that is time. With this understanding, we can return to the commutator for a discrete process and use iΔt for the temporal increment."
Math professor Louis Kauffman
"A simplest and fundamental instance of these ideas is seen in the structure of i=[square root of]−1√. We view i[maginary] as an iterant [5,6,7,8,9,10,11], a discrete elementary dynamical system repeating in time the values {⋯,−1,+1,−1,+1,⋯}. One can think of this system as resulting from the attempt to solve i[squared]2=−1 in the form i=−1/i. Then, one iterates the transformation x⟶−1/x and finds the oscillation from a starting value of +1 or −1. In this sense, i is identical in concept to a primordial time. Furthermore, the algebraic structure of the complex numbers emerges from two conjugate views of this discrete series as [−1,+1] and [+1,−1]. We introduce a temporal shift operator η such that η[−1,+1]=[+1,−1]η and η2=1 (sufficient to this purpose). Then, we can define i=[−1,+1]η, endowing it with one view of the discrete oscillation and the sensitivity to shift the clock when interacting with itself or with another operator. Note that if e=[−1,+1] and we take [a,b][c,d]=[ab,cd] and −[a,b]=[−a,−b], then ....[see above quote]
"This observation suggests another way to investigate general relativity in the non-commutative context."
see my earlier vids on Nimtz please! thanks
Phase shift::Group Delay=superluminal sound signal Prof Guenter Nimtz noncommutative time-frequency
Review: Zero Time Space Quantum Tunneling Superluminal Signals Günter Nimtz Astrid Haibel frequency
Ancient noncommutative natural overtone music scale instruments = advanced alchemy metamaterials
Quantum Field Theory in a Nutshell by Anthony Zee discusses Wick rotations, saying that[1]:
"Surely you would hit it big with mystical types if you were to tell them that temperature is equivalent to cyclic imaginary time. At the arithmetic level this connection comes merely from the fact that the central objects in quantum physics exp(−iH T) and in thermal physics exp(βH) are formally related by analytic continuation. Some physicists, myself included, feel that there may be something profound here that we have not quite understood."
Datum: Sun, 6 Aug 2023 13:47:50 +0200
Von: Günter Nimtz
An: Günter Nimtz
Hello Drew Hempel:
We are used to this behaviour of Chiao and Steinberg: not to cite our papers. Here, you shall find all the explained superluminal effects.
Sincerely, Günter Nimtz
"Definitively, tunneling represents a non-relativistic process. The Wick Rotation operator may represent a candidate to eliminate real space and time co-ordinates inside the barrier?"
Wow - thanks very much Professor Nimtz! I will study that book chapter. I have your book also. Your mention of Wick rotation spiked my interest for sure and your mention of "strange models" by Chiao is spot-on. It's all very tedious to have to sort all these claims out. hahaha. He is close but not quite there yet!
"This way, thinking about i as an iterant is explained below. By starting with a discrete time series of positions, one has immediately a non-commutativity of observations, since the measurement of velocity involves the tick of the clock and the measurement of position does not demand the tick of the clock. Commutators that arise from discrete observation suggest a non-commutative calculus,....Here we see i[maginary] emerge in the non-commutative context of the Clifford algebra generated by e and η, and we see that, in this way, i[maginary] becomes inextricably identified with elemental time, and so the physical substitution of i[maginary]t for t (Wick rotation) becomes, in this epistemology, an act of recognition of the nature of time. One does not have an increment of time all alone as in classical t. One has it, a combination of an interval and the elemental dynamic that is time. With this understanding, we can return to the commutator for a discrete process and use iΔt for the temporal increment."
Math professor Louis Kauffman
"A simplest and fundamental instance of these ideas is seen in the structure of i=[square root of]−1√. We view i[maginary] as an iterant [5,6,7,8,9,10,11], a discrete elementary dynamical system repeating in time the values {⋯,−1,+1,−1,+1,⋯}. One can think of this system as resulting from the attempt to solve i[squared]2=−1 in the form i=−1/i. Then, one iterates the transformation x⟶−1/x and finds the oscillation from a starting value of +1 or −1. In this sense, i is identical in concept to a primordial time. Furthermore, the algebraic structure of the complex numbers emerges from two conjugate views of this discrete series as [−1,+1] and [+1,−1]. We introduce a temporal shift operator η such that η[−1,+1]=[+1,−1]η and η2=1 (sufficient to this purpose). Then, we can define i=[−1,+1]η, endowing it with one view of the discrete oscillation and the sensitivity to shift the clock when interacting with itself or with another operator. Note that if e=[−1,+1] and we take [a,b][c,d]=[ab,cd] and −[a,b]=[−a,−b], then ....[see above quote]
"This observation suggests another way to investigate general relativity in the non-commutative context."
see my earlier vids on Nimtz please! thanks
Phase shift::Group Delay=superluminal sound signal Prof Guenter Nimtz noncommutative time-frequency
Review: Zero Time Space Quantum Tunneling Superluminal Signals Günter Nimtz Astrid Haibel frequency
Ancient noncommutative natural overtone music scale instruments = advanced alchemy metamaterials
Quantum Field Theory in a Nutshell by Anthony Zee discusses Wick rotations, saying that[1]:
"Surely you would hit it big with mystical types if you were to tell them that temperature is equivalent to cyclic imaginary time. At the arithmetic level this connection comes merely from the fact that the central objects in quantum physics exp(−iH T) and in thermal physics exp(βH) are formally related by analytic continuation. Some physicists, myself included, feel that there may be something profound here that we have not quite understood."
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