Abstract
A class of amplitudes are presented with the maximal Odderon type of asymptotics and simultaneously consistent with s-channel unitarity, fixed-t analyticity and the absence of J=1 massless state in the t-channel. This class of amplitudes provides a counterexample to the previous suggestions made in the literature that the maximal Odderon violates t-channel analyticity or s-channel unitarity. (author) 11 refs.
Gauron, P;
Lukaszuk, L;
Nicolescu, B
[1]
- Paris-11 Univ., 91 - Orsay (France). Inst. de Physique Nucleaire
Citation Formats
Gauron, P, Lukaszuk, L, and Nicolescu, B.
Consistency of the maximal Odderon approach with the QFT constraints.
France: N. p.,
1992.
Web.
Gauron, P, Lukaszuk, L, & Nicolescu, B.
Consistency of the maximal Odderon approach with the QFT constraints.
France.
Gauron, P, Lukaszuk, L, and Nicolescu, B.
1992.
"Consistency of the maximal Odderon approach with the QFT constraints."
France.
@misc{etde_10109886,
title = {Consistency of the maximal Odderon approach with the QFT constraints}
author = {Gauron, P, Lukaszuk, L, and Nicolescu, B}
abstractNote = {A class of amplitudes are presented with the maximal Odderon type of asymptotics and simultaneously consistent with s-channel unitarity, fixed-t analyticity and the absence of J=1 massless state in the t-channel. This class of amplitudes provides a counterexample to the previous suggestions made in the literature that the maximal Odderon violates t-channel analyticity or s-channel unitarity. (author) 11 refs.}
place = {France}
year = {1992}
month = {Jul}
}
title = {Consistency of the maximal Odderon approach with the QFT constraints}
author = {Gauron, P, Lukaszuk, L, and Nicolescu, B}
abstractNote = {A class of amplitudes are presented with the maximal Odderon type of asymptotics and simultaneously consistent with s-channel unitarity, fixed-t analyticity and the absence of J=1 massless state in the t-channel. This class of amplitudes provides a counterexample to the previous suggestions made in the literature that the maximal Odderon violates t-channel analyticity or s-channel unitarity. (author) 11 refs.}
place = {France}
year = {1992}
month = {Jul}
}