A reggeon calculus is derived from a hybrid perturbation-theory model using eikonal techniques. The resulting reggeon coupling functions have a simple form which enables many diagrams of interest to be evaluated explicitly. As an example, the properties of iterated Regge cuts are discussed and evaluated. Another important result is that the physical pomeron is not expected to have factorisable residues. © 1969
For pt.I see ibid., vol.B105, p.293, 1976. The reggeon cuts in a model with four-particle unitarity ...
It is shown that the Pomeron could be regarded as a Reggeized Tensor It is shown that the Pomeron c...
We derive an expression for Regge cuts and the associated enhancement of Regge poles, following Grib...
Presents a discussion of the derivation of the reggeon calculus from perturbation theory. The method...
The reggeon calculus devised by Polkinghorne to study the j-plane structure of hybrid graphs is util...
Journal ArticleWe review the foundations of the Gribov Reggeon calculus with an emphasis on the rela...
Starting from the reggeon calculus, the various possibilities of absorptive pomeron cut corrections ...
We show that, contrary to previous assertions, multi-pomeron couplings to the external particles are...
We review a physical content of the two simplest models of reggeon field theory: namely the eikonal ...
The evolution equations for Green functions of the Reggeon Field Theory (RFT) are equivalent to thos...
We consider the possibility to use the areas of two-simplexes, instead of lengths of edges, as the d...
The author estimates the behaviour of the perturbation expansion and the epsilon expansion at large ...
Any practical attempt to solve the Regge equations, these being a large system of non-linear algebra...
This is the first part of my lectures on the pomeron structure which I am going to read during this ...
Universality of the geometrical pomeron is retrospectively sketched at the asymptopia after previous...
For pt.I see ibid., vol.B105, p.293, 1976. The reggeon cuts in a model with four-particle unitarity ...
It is shown that the Pomeron could be regarded as a Reggeized Tensor It is shown that the Pomeron c...
We derive an expression for Regge cuts and the associated enhancement of Regge poles, following Grib...
Presents a discussion of the derivation of the reggeon calculus from perturbation theory. The method...
The reggeon calculus devised by Polkinghorne to study the j-plane structure of hybrid graphs is util...
Journal ArticleWe review the foundations of the Gribov Reggeon calculus with an emphasis on the rela...
Starting from the reggeon calculus, the various possibilities of absorptive pomeron cut corrections ...
We show that, contrary to previous assertions, multi-pomeron couplings to the external particles are...
We review a physical content of the two simplest models of reggeon field theory: namely the eikonal ...
The evolution equations for Green functions of the Reggeon Field Theory (RFT) are equivalent to thos...
We consider the possibility to use the areas of two-simplexes, instead of lengths of edges, as the d...
The author estimates the behaviour of the perturbation expansion and the epsilon expansion at large ...
Any practical attempt to solve the Regge equations, these being a large system of non-linear algebra...
This is the first part of my lectures on the pomeron structure which I am going to read during this ...
Universality of the geometrical pomeron is retrospectively sketched at the asymptopia after previous...
For pt.I see ibid., vol.B105, p.293, 1976. The reggeon cuts in a model with four-particle unitarity ...
It is shown that the Pomeron could be regarded as a Reggeized Tensor It is shown that the Pomeron c...
We derive an expression for Regge cuts and the associated enhancement of Regge poles, following Grib...