Abstract
The transition operator for a straight-line string in the electromagnetic field has been built. It`s matrix elements between the states of arbitrary spin are calculated in lowest order of perturbation theory. The consistensy conditions for the operator of interaction arising due to quantum constraints are also discussed. 12 refs.
Citation Formats
Berdnikov, E B, Nanobashvili, G G, and Pron`ko, G P.
Description of radiative transitions in the relativistic string model; Opisanie radiatsionnykh perekhodov v modeli relyativistskoj struny.
USSR: N. p.,
1991.
Web.
Berdnikov, E B, Nanobashvili, G G, & Pron`ko, G P.
Description of radiative transitions in the relativistic string model; Opisanie radiatsionnykh perekhodov v modeli relyativistskoj struny.
USSR.
Berdnikov, E B, Nanobashvili, G G, and Pron`ko, G P.
1991.
"Description of radiative transitions in the relativistic string model; Opisanie radiatsionnykh perekhodov v modeli relyativistskoj struny."
USSR.
@misc{etde_10135928,
title = {Description of radiative transitions in the relativistic string model; Opisanie radiatsionnykh perekhodov v modeli relyativistskoj struny}
author = {Berdnikov, E B, Nanobashvili, G G, and Pron`ko, G P}
abstractNote = {The transition operator for a straight-line string in the electromagnetic field has been built. It`s matrix elements between the states of arbitrary spin are calculated in lowest order of perturbation theory. The consistensy conditions for the operator of interaction arising due to quantum constraints are also discussed. 12 refs.}
place = {USSR}
year = {1991}
month = {Dec}
}
title = {Description of radiative transitions in the relativistic string model; Opisanie radiatsionnykh perekhodov v modeli relyativistskoj struny}
author = {Berdnikov, E B, Nanobashvili, G G, and Pron`ko, G P}
abstractNote = {The transition operator for a straight-line string in the electromagnetic field has been built. It`s matrix elements between the states of arbitrary spin are calculated in lowest order of perturbation theory. The consistensy conditions for the operator of interaction arising due to quantum constraints are also discussed. 12 refs.}
place = {USSR}
year = {1991}
month = {Dec}
}