Geometric Factors in Electromagnetic Field Commutators and the Quantum Information Control of Vacuum Fluctuations |
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Authors: | L G P Saavedra |
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Affiliation: | 1.Pontificia Universidad Javeriana - Cali Department of Natural Sciences and Mathematics Calle 18,Cali,Colombia |
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Abstract: | The electromagnetic field commutation relations are defined in terms of geometric factors that are double averages over two
finite four-dimensional space-time regions. The square root of any of the uncertainty relations derived from the aforementioned
commutators is taken as a critical field, in the sense that any electromagnetic field much larger than it can be treated as
classical. Another critical electromagnetic field associated with the quantum information control of vacuum fluctuations can
be chosen as the square root of the mean quadratic fluctuation of each quantity of electromagnetic field, when the number
of photons is defined and is equal to zero. Any electromagnetic field expectation value could be measured if it is much greater
than the last critical field. This article covers a magnitude order comparison between the critical fields and its consequences
for measuring the electromagnetic field information.
Presented at the 38th Symposium on Mathematical Physics “Quantum Entanglement & Geometry”, Toruń, June 4-7, 2006. |
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