Quantum delocalization, gauge, and quantum optics: Light-matter interaction in relativistic quantum information

Theory of a superluminous vacuum quanta as the fabric of Space

“…We are attempting to establish theoretical basis to mathematically analyze these systems, with a key goal of identifying observables that are provable verifiably with experimental techniques, such as the quantum vacuum -optic flux viewer Ferrolens to probe inside the ferro vacuum materials, as well as Bose -Einstein condensate that can detect polar -core spin vortices especially of Dirac monopole. Standard techniques established by vast amount of quantum physics literature on constructing, analyzing, interpreting, quantifying as well as problem solving eigenvalues, eigen matrices, eigenvectors, and fields of Hermitian and/or non -Hermitian Hamiltonian operator [36][37][38][39][40][41][42][43][44][45] generating characteristic energy and field spectrum are widely utilized to configure characterization of quantum vortex systems considered here. In all theoretical endeavors, matrix rules and quantifiable formulations follow integrated procedures that are adapted from the research of physics literature articles, samples of which appear in the reference list, with [44][45][46][47][48]62,64,67 in this paper.…”

“…Partial differential Equations ( 32), (43), & (46), that were derived above justify formalism, applying tensor matrix Helmholtz decomposition fields analysis of vortex dynamics. They show that consistent quantifications are possible of magneton 53 experimental observations measurements verifying vortex fields to beone of the main field characteristics.…”

“…If an isolated natural occurring magnetic monopole charge is found, it would not create a gauge field -force field spatially around it radiated in space, all energy flows inward with none radiated outside, whereas a monopole electric charge which is a physically spinning magnetic dipole charge, radiates energy to the outside and therefore can create a field. 34,35 Standard techniques established by vast amount of quantum physics literature on constructing, analyzing, interpreting, quantifying as well as problem solving eigenvalues, eigenmatrices, eigenvectors, and fields of Hermitian and/or non -Hermitian Hamiltonian operator [36][37][38][39][40][41][42][43] generating characteristic energy and field spectrum were widely utilized here to configure quantum characterization of matrix systems. Within all theoretical endeavors, matrix rules and quantifiable formulations follow integrated procedures configured from the research of physics literature articles, samples of which appear in the reference list, with [44][45][46][47][48] in this paper.…”

A path integral formulation for particle detectors: the Unruh-DeWitt model as a line defect

“…These can be used not only to probe fundamental aspects of QFT, such as the Unruh effect and Hawking radiation [6][7][8][9][10][11][12], but also to probe the entanglement structure of the states associated with a quantum field [13][14][15][16][17]. On top of that, numerous physical systems can be well modelled by particle detectors, such as atoms interacting with light [15,18,19] or gravity [20], and nucleons that decay via the weak force [21].…”

“…Usually, when one refers to the UDW model, the model presented in section 2 is implied, where the detector interacts with a scalar field. However, the model can be motivated by the interaction of nonrelativistic systems with the electromagnetic field [19,39]. The form of (5.1) then suggests a connection between the UDW defect and the Wilson lines of the underlying electromagnetic theory.…”