Abstract
The asymmetric sector of the primary fields {Phi}{sub {Delta},{Delta}}-bar in the models M{sub p}, where the spin s = {Delta} - {Delta}-bar has an integral or a half-integral value, is considered. All the structure constants of the operator algebra are calculated for the case with fields with nonzero spin. 7 refs.
Citation Formats
Poghossian, R H.
Fields with spin in the minimal models M{sub p} (C<1) of two-dimensional conformal field theory.
USSR: N. p.,
1989.
Web.
Poghossian, R H.
Fields with spin in the minimal models M{sub p} (C<1) of two-dimensional conformal field theory.
USSR.
Poghossian, R H.
1989.
"Fields with spin in the minimal models M{sub p} (C<1) of two-dimensional conformal field theory."
USSR.
@misc{etde_10118427,
title = {Fields with spin in the minimal models M{sub p} (C<1) of two-dimensional conformal field theory}
author = {Poghossian, R H}
abstractNote = {The asymmetric sector of the primary fields {Phi}{sub {Delta},{Delta}}-bar in the models M{sub p}, where the spin s = {Delta} - {Delta}-bar has an integral or a half-integral value, is considered. All the structure constants of the operator algebra are calculated for the case with fields with nonzero spin. 7 refs.}
place = {USSR}
year = {1989}
month = {Dec}
}
title = {Fields with spin in the minimal models M{sub p} (C<1) of two-dimensional conformal field theory}
author = {Poghossian, R H}
abstractNote = {The asymmetric sector of the primary fields {Phi}{sub {Delta},{Delta}}-bar in the models M{sub p}, where the spin s = {Delta} - {Delta}-bar has an integral or a half-integral value, is considered. All the structure constants of the operator algebra are calculated for the case with fields with nonzero spin. 7 refs.}
place = {USSR}
year = {1989}
month = {Dec}
}