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| Creator | Title | Description | Subject | Date | ||
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DeTar, Carleton | Reggeon calculus as a low-order perturbation theory for the Pomeron | We review the foundations of the Gribov Reggeon calculus with an emphasis on the relationship between the energy-plane and J-plane descriptions of the diagrams of the calculus. The question of the "large-rapidity-gap cutoff' for the Pomeron and the problem of signature are treated in more detail t... | Singularities; Reggeon calculus; Reggeon field theory; Two-body propagator | 1975-02 |
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