Bell inequality and common causal explanation in algebraic quantum field theory. Studies in History and Philosophy of Modern Physics .Hofer-Szabó, G., Vecsernyés, P.: Bell inequality and common causal explanation in algebraic quantum field theory (2012). arXiv:1204.5708 [quant-ph]...
The polarization of light depends on the electric field of the light wave. As the light travels from point one point to another, its electric field will oscillate transversely to that propagation direction. It might oscillate in the vertical plane, in the horizontal plane or any direction in be...
This last postulate has a key role in our discussions: we remark that it even holds beyond quantum theory, specifically for space-like separated systems in some axiomatizations of quantum field theory7,8,9,10(Supplementary Information). As originally introduced by Dirac and von Neumann1,2, the...
BQuantum Field Theory As Simple As Possible Mar 11, 2025 Replies 2 Views 720 IFar off resonant Rabi oscillations in a 2 level system Mar 9, 2025 Replies 0 Views 453 IDifferent expressions about time reversal and confusion Mar 7, 2025 ...
The quantum-field theory allows replacing this interacting many-body problem by a two-body problem consisting of an electron in the conduction band and a hole in the valence band [22]. The electron and the hole interact with the lattice as well as with each other. In such a case, the ...
your story is already so convincing that you don’t mind thatall observable quantities also become infinite in the limit consideredand that when you instead do a proper renormalization (needed to get the high accuracy predictions quantum field theory is famous for)the whole capital of the vacuum...
We are getting into new theory here with a new thought experiment! If an electron such as those in an electron microscope is accelerated to a high enough speed is then jostled by close encounter with a small barrier, it will generate an identical virtual electron on the other side of the ...
A more concised and detailed explanation of the interpretation of the parametrized quantum theory is given in ref [4]. Both first and second quantized parametrized theories are straightforward and elegant. They are more general than the conventional constrained theories, nevertheless, they contain ...
'Probability Waves' Interpretation of Quantum Theory-Richard Feynman's Quantum Electrodynamics (QED)-Problem of 'Renormalisation'-Solution to NO Vector Wave Solutions of Maxwell's Equations in Spherical Co-ordinates-Wolff's Explanation of EPR (Albert Einstein, Podolsky, Rosen)-Quantum Theory Summary-...
A wave-mechanical treatment of an electron moving in the electric field of the much more massive proton requires not one but three quantum numbers to specify a permitted state of the hydrogen atom. As in the Bohr theory, the principal quantum number n may assume any of the positive integral...