2019
DOI: 10.1007/978-3-030-15297-0_2
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Effect of Ordering of Displacement Fields Operators of Separate Quantum Dots, Elliptical Cylinders on the Deformation Field of Coupled Fractal Structures

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Cited by 8 publications
(3 citation statements)
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“…Model attoobjects with sizes of the order of the classical proton radius r 0 p describe the internal structure of nucleons (the presence of a core and scalar, vector clouds [12]). In fractal quantum systems (such as atomic and muon hydrogen), model attoobjects can lead to a change in the main parameters (1), anomalies in magnetic properties (2) and stochastic behavior [8] of model femtoobjects and leptons. In our model, the main parameters of the model femtoobject are related to the resting energy of the Higgs boson E H 0 , the main parameter n A0 for black holes [1,2], the number of quanta n F , n F of the fermionic field (n F + n F = 1) from the anisotropic model (taking into account the presence of the Higgs field) [3], and the cosmological redshift z μ [1,2], the effective susceptibility χ 0 in the absence of the Higgs field [4][5][6][7] and the effective number N in the Dicke superradiation model [2].…”
Section: Description Of Model Femtoobjectmentioning
confidence: 99%
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“…Model attoobjects with sizes of the order of the classical proton radius r 0 p describe the internal structure of nucleons (the presence of a core and scalar, vector clouds [12]). In fractal quantum systems (such as atomic and muon hydrogen), model attoobjects can lead to a change in the main parameters (1), anomalies in magnetic properties (2) and stochastic behavior [8] of model femtoobjects and leptons. In our model, the main parameters of the model femtoobject are related to the resting energy of the Higgs boson E H 0 , the main parameter n A0 for black holes [1,2], the number of quanta n F , n F of the fermionic field (n F + n F = 1) from the anisotropic model (taking into account the presence of the Higgs field) [3], and the cosmological redshift z μ [1,2], the effective susceptibility χ 0 in the absence of the Higgs field [4][5][6][7] and the effective number N in the Dicke superradiation model [2].…”
Section: Description Of Model Femtoobjectmentioning
confidence: 99%
“…In this case, a transition to the description of atomic defects, active nanoobjects, and neutrinos is possible [4,5]. Active objects in fractal quantum systems have their own characteristic features of behavior [6][7][8]. In this case, superradiative states of active objects may appear [7].…”
Section: Introductionmentioning
confidence: 99%
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