I was studying Sir John Pendry's work yesterday. They are designing nonlocal time signals. This means that a photon can have a 2nd order harmonic that is the opposite frequency as a "negative frequency" with opposite spin. It does not have negative energy since it has no mass. This is wrongly assuming an "external observation" measurement as per relativity. In meditation you "turn the light around" directly so you are the speed of light. Sir John Pendry is working with "phase velocity" for matter that is "not moving" - as you say "on the couch." The phase velocity is also what is relied on in meditation - meaning without moving the light is "turned around" and so you get superluminal velocity that is nonlocal with a negative frequency. The difference in meditating is the light has gravitational mass since it is part of your physical body with mass - and so the light also has "negative mass" or "gravitationally repulsive" force that is also precognitive. This is a newly discovered force that Louis de Broglie called the "pilot wave" and David Bohm called it the "quantum potential." What this means is that the time and frequency are not just reversed and negative, respectively, but the "asymmetric time" is also negentropic - so it both organizes matter from the future as "active information" but also propels the creation of matter against gravity. Life is based on negentropy while gravity is based on increasing entropy as an external observation. 99.99% of scientists as physicists learn gravity first and thus they have the wrong foundation in science. Time and frequency are inherently asymmetric and nonlocal through meditation.
, the interaction between modes with frequencies of opposite sign can lead to negative-mass-like instabilities in the system.... invariably correlates with a superluminal regime,...Our study offers practical insights into how to efficiently extract gain from time-variant systems, with potential applications in photonic circuits.
Contradictions can then arise if we continue to view a photon’s energy as ℏω. There are, for instance, negative frequency components in the free space electromagnetic field, yet each photon only ever contributes a positive energy to the total. This positivity of the energy can be traced back to the definition of the photon creation and annihilation operators,....the importance of waves that make transitions across the positive or negative frequency divide to the emission of radiation. We shall show that such emission is essentially a quantum process associated with the creation of photon pairs (“qubits”),...The off diagonal elements represent transitions between different wave frequencies
https://pubs.aip.org/aip/apq/article/1/2/020901/3282301
neither energy nor frequency is conserved, but conservation violation comes in different forms for each. Although a positive frequency mode entering the time dependent region may emerge as a negative frequency one, this does not indicate that the final photon state has a negative energy. As discussed above, in free space, all photons have a positive energy and the quantum of energy will always be given by ℏω. Instead, as we shall see, a change in the sign of the frequency indicates a transformation of a creation operator into an annihilation operator, which, in turn, affects how we count photons. Therefore, although negative frequencies do not here imply negative energies, they are, nevertheless, central to understanding quantum processes occurring within space–time varying media.
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In a rotationally symmetric system that conserves spin, direct transitions of photons from positive to negative frequency are forbidden because reversing frequency reverses spin. Access to negative frequencies is facilitated by the creation of photon pairs (“qubits”), comprising both a positive and a negative frequency, thus satisfying spin conservation but by a process that has no classical counterpart and is responsible for the radiation produced by these systems operating on the ground state.
https://www.mdpi.com/2073-8994/17/3/360
4.3. What Do We Learn from the Review of the Models of Williamson and Dos Santos?
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