Double-slit Experiment and Non-locality New Interpretations (original) (raw)

2023, New interpretation of no-locality

Non-locality is often interpreted in terms of the particle to be observed (photon or electron) and this naïve assumption leads to all sorts of curious ideas; by far the most curious and at the same time completely wrong conclusion is that an elementary particle can be present at the same time at the edge of the universe known to us and here on Earth. This ignores two basic facts: 1. that it is a concrete particle (a photon has a rest mass of zero, but it is never at rest) and 2. the entire Einstein theory of relativity is negated, namely that there is a finite velocity for particles. In this work, non-locality is conclusively interpreted in such a way that it refers to the observer's point of view; its locality cannot be calculated exactly. Incidentally, another abstruse idea is cleared up, namely that a single particle can pass through two slits at the same time. The effects of diffraction at the double slit (or even several slits) can easily be interpreted even without this idea. After all, a particle has no consciousness and as a result cannot "decide" through which slit it wants to fly. If the diffraction at the double slit is calculated with the help of the Feynman path integral, the dualism of particle and wave is canceled out insofar as photons hit as particles at the double slit, but behave like waves during diffraction at the fissures, and finally behind the slit again as particles on the screen on which they are registered. The effects of the double-slit experiment are then transferred to a triple slit and explained from the point of view that the individual particles in the stream do not have exactly the same speed as light, e.g., corresponds to the speed of light in the vacuum, but due to the experimental situation of the generation of light stream have slightly different values of c, which only give the exact value of c by statistical averaging. In fact, the mathematical basis of quantum mechanics is stochastics.