Quantum Gravity and String Theory


Correct Quantum Gravity is a Mechanical Effect Induced by Dynamic-Mass of Light’s Quanta

Authors: Antonio Puccini

In its natural state the electron is represented by superimposed quantum states. This is the phase of linear unitary evolution, or U Phase, described by Schrodinger equation. Whereas, when we carry out a measurement (M), it took place a reduction of the state vectors(R Process): we have the wave function collapse (WFC) of the measured quantum object (QO). The M, thus, produces a big changes on the physical properties of the observed particle. How do these changes happen? What is the secret mechanism which creates the WFC? We don’t know. With this paper we try to introduce a new parameter, induced by the electro-magnetic radiation (EMR), which can help us discern the doubts about the R Process, and try to find a continuity in order to link the U Phase to the R Process, so contrasting at the moment. The new parameter could be a gravity and quantum effect, when we try to make a M of a subatomic object. What is this effect represented by? It is a gravitational effect, since it is a mass-effect, a mechanical action induced by quanta of EMR: therefore, it is also a quantum effect. The photon (P) is indispensable to carry out a M. No M can be carried out without using the EMR. Calculus show that a P of the optic band hits an electron with a dynamic-mass, a radiation pressure, a pushing momentum equal to 1.32510-22[gcm/s]. Thus, we can infer it is a quantum gravitational effect to cause the WFC of the QO undergoing the M. In short, it could be essentially the mechanical action represented by the gravitational mass effect of light’s quanta to induce the WFC and the Measurement’s Paradox and, likely, make a starting point to a Correct Quantum Gravity.

Comments: 41 Pages.

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Submission history

[v1] 2017-12-22 03:05:59

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