Abstract
The perturbative asymptotic of the Regge trajectories, {alpha}(t), at -t {yields} {infinity} is deduced on the basis of a known solution of relativistic wave equation with the Coulomb-like potential. We obtain the perturbative asymptotic at -t {yields} {infinity} of the leading S=1 quarkonium Regge trajectories of the form {alpha}{sub R}(t) = 0, and leading S=1/2 nucleon Regge trajectories of the form {alpha}{sub N}(t) = -1/2. (author). 19 refs.
Citation Formats
Sergeenko, M N.
On perturbative asymptotic of Regge trajectories.
IAEA: N. p.,
1994.
Web.
Sergeenko, M N.
On perturbative asymptotic of Regge trajectories.
IAEA.
Sergeenko, M N.
1994.
"On perturbative asymptotic of Regge trajectories."
IAEA.
@misc{etde_10112523,
title = {On perturbative asymptotic of Regge trajectories}
author = {Sergeenko, M N}
abstractNote = {The perturbative asymptotic of the Regge trajectories, {alpha}(t), at -t {yields} {infinity} is deduced on the basis of a known solution of relativistic wave equation with the Coulomb-like potential. We obtain the perturbative asymptotic at -t {yields} {infinity} of the leading S=1 quarkonium Regge trajectories of the form {alpha}{sub R}(t) = 0, and leading S=1/2 nucleon Regge trajectories of the form {alpha}{sub N}(t) = -1/2. (author). 19 refs.}
place = {IAEA}
year = {1994}
month = {Oct}
}
title = {On perturbative asymptotic of Regge trajectories}
author = {Sergeenko, M N}
abstractNote = {The perturbative asymptotic of the Regge trajectories, {alpha}(t), at -t {yields} {infinity} is deduced on the basis of a known solution of relativistic wave equation with the Coulomb-like potential. We obtain the perturbative asymptotic at -t {yields} {infinity} of the leading S=1 quarkonium Regge trajectories of the form {alpha}{sub R}(t) = 0, and leading S=1/2 nucleon Regge trajectories of the form {alpha}{sub N}(t) = -1/2. (author). 19 refs.}
place = {IAEA}
year = {1994}
month = {Oct}
}