1972
DOI: 10.1007/bf02772864
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The lamb shift as a consequence of the finite size of the electron

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“…This way, the possible paths (à la Path Integral) of a quantum particle (relativistic to best observe it) reflects such random jumps and walks (within the uncertainty region where supra luminosity is not an issue) including possible tunneling from a non-zero wavefunction region to another associated to same particle. It is also well known that effects like the Lamb Shift [21][22][23] are due to the size of the electron charge distribution or the time it spends close or within the nucleus; something that explains in particular the difference between hydrogen lamb shift and Muonic Hydrogen lamb shift (See for example [24]). Therefore, at least in a multi-fold universe, quantum models like a particle wave function (and a QFT field with suitable handling of particles à la [1]) actually model such random walk and tunneling: the particle can be located anywhere that its wave function is non zero, stay or move (jump, walk or tunnel) at clock ticks (see [1,25] for a discussion of its minimum length in multi-fold universes) to another location with a probability to jump at one location versus another dictated by the probabilities behind the wave function density (which is the probability that it be there at that exact moment).…”
Section: Quantum Wave Functions and Quantum Fields In Multi-fold Univ...mentioning
confidence: 99%
“…This way, the possible paths (à la Path Integral) of a quantum particle (relativistic to best observe it) reflects such random jumps and walks (within the uncertainty region where supra luminosity is not an issue) including possible tunneling from a non-zero wavefunction region to another associated to same particle. It is also well known that effects like the Lamb Shift [21][22][23] are due to the size of the electron charge distribution or the time it spends close or within the nucleus; something that explains in particular the difference between hydrogen lamb shift and Muonic Hydrogen lamb shift (See for example [24]). Therefore, at least in a multi-fold universe, quantum models like a particle wave function (and a QFT field with suitable handling of particles à la [1]) actually model such random walk and tunneling: the particle can be located anywhere that its wave function is non zero, stay or move (jump, walk or tunnel) at clock ticks (see [1,25] for a discussion of its minimum length in multi-fold universes) to another location with a probability to jump at one location versus another dictated by the probabilities behind the wave function density (which is the probability that it be there at that exact moment).…”
Section: Quantum Wave Functions and Quantum Fields In Multi-fold Univ...mentioning
confidence: 99%