2010
DOI: 10.1016/j.optcom.2010.04.068
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Quantum–mechanical and quantum–electrodynamic equations for spectroscopic transitions

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Cited by 15 publications
(85 citation statements)
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“…The resulting conclusion, that non-classical states are being stored and retrieved from the optical phonon modes seems to be correct. At the same time the results obtained seem to experimental proof of the inapplicability of the notion of the probability for the case of T = 1 ps, confirming the remark in [13]. Really, the system is in mixed state, consisting of three substates and it is oscillates between them.…”
Section: Analysis Of the Second Main Postulate And The Ways Of Qusupporting
confidence: 81%
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“…The resulting conclusion, that non-classical states are being stored and retrieved from the optical phonon modes seems to be correct. At the same time the results obtained seem to experimental proof of the inapplicability of the notion of the probability for the case of T = 1 ps, confirming the remark in [13]. Really, the system is in mixed state, consisting of three substates and it is oscillates between them.…”
Section: Analysis Of the Second Main Postulate And The Ways Of Qusupporting
confidence: 81%
“…Moreover, just in the given content the postulate above formulated is used in all modern scientific literature. At the same time it was drawn the attention in the work [13] on the following. Please, the citation from the given work: "Let us also draw attention on that most often used at present formalism for description of spectroscopic transitions' dynamics in the frame of the gyroscopic model by means of density operator has a substantial disadvantage.…”
Section: Analysis Of the Second Main Postulate And The Ways Of Qumentioning
confidence: 99%
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“…Given idea will obtain its development, if to clarify the origin of virtual field of radiation. It is shown in [14], that Coulomb field in 1D-systems or 2D-systems can be quantized, that is, it has the character of radiation field and it can exist without the sources, which have created the given field. Consequently, Slater principle can be applied to t-PA and to NTs, both to quasi-1D SWNTs and to 2D-SWNTs.…”
mentioning
confidence: 99%