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VOLUME 59 (1994) | ISSUE 9 | PAGE 571
Asymptotic behavior of multicolor QCD at high energies in connection with exactly solvable spin models
The contributions made by diagrams with an arbitrary number of reggeized gluons in the crossing channel to Regge processes of multicolor QCD are analyzed. The wave function describing bound states of gluons has the property of holomorphic factorization. The Hamiltonian for each of the two holomorphic subsystems is identical to the Hamiltonian for an exactly solvable lattice model which is a generalization of an isotropic Heisenberg magnet.