Abstract
In the multi-colour limit of perturbative QCD the holomorphic factorization of wave functions of compound states of n reggeized gluons in the impact parameter space is shown. The conformally invariant Hamiltonian for each holomorphic factor has a nontrivial integral of motion. The odderon in QCD is the simplest example of the composite system with these properties. (orig.)
Lipatov, L N
[1]
- St. Petersburg Inst. of Nuclear Physics, Gatchina (Russian Federation)
Citation Formats
Lipatov, L N.
High energy asymptotics of multi-colour QCD and two-dimensional conformal field theories.
Germany: N. p.,
1993.
Web.
Lipatov, L N.
High energy asymptotics of multi-colour QCD and two-dimensional conformal field theories.
Germany.
Lipatov, L N.
1993.
"High energy asymptotics of multi-colour QCD and two-dimensional conformal field theories."
Germany.
@misc{etde_10135284,
title = {High energy asymptotics of multi-colour QCD and two-dimensional conformal field theories}
author = {Lipatov, L N}
abstractNote = {In the multi-colour limit of perturbative QCD the holomorphic factorization of wave functions of compound states of n reggeized gluons in the impact parameter space is shown. The conformally invariant Hamiltonian for each holomorphic factor has a nontrivial integral of motion. The odderon in QCD is the simplest example of the composite system with these properties. (orig.)}
place = {Germany}
year = {1993}
month = {Apr}
}
title = {High energy asymptotics of multi-colour QCD and two-dimensional conformal field theories}
author = {Lipatov, L N}
abstractNote = {In the multi-colour limit of perturbative QCD the holomorphic factorization of wave functions of compound states of n reggeized gluons in the impact parameter space is shown. The conformally invariant Hamiltonian for each holomorphic factor has a nontrivial integral of motion. The odderon in QCD is the simplest example of the composite system with these properties. (orig.)}
place = {Germany}
year = {1993}
month = {Apr}
}