It is shown that the Glauber theory for the scattering of a high- energy hadron on a nucleus becomes unitary when all the possible inelastic intermediate states are included between successive scatterings. This result is used to prove that the nth-order multiple inelastic contributions satisfy the Abramovskii, Gribov and Kancheli cancellation (1973), which is therefore a consequence of the multiple scattering structure of the theory. (12 refs)
A multiple diffraction theory approach to p-/sup 4/He scattering is described in which all relevant ...
Starting from a four-gluon partial-wave amplitude which provides the first unitarity corrections to ...
For any factorisation proof, a crucial step is a demonstration of the cancellation of so-called Glau...
It is shown that the Glauber theory for the scattering of a high-energy hadron on a nucleus becomes ...
We show that for hadronic transverse energy $E_T$ in hadron-hadron collisions, the classic Collins-S...
We show that for hadronic transverse energy $E_T$ in hadron-hadron collisions, the classic Collins-S...
We study the dipole picture for the description of deep inelastic scattering, focusing on the struct...
The goal of these lectures, oriented towards the students just entering the field, is to provide an ...
With the center of mass energy of particle colliders becoming higher and higher multiparton interact...
The Watson formulation of multiple scattering theory is derived and then employed to build a model ...
A complete theoretical picture of multiple scattering processes in QCD remains elusive. In deep inel...
Establishes formulas for the description of momentum-loss spectra for high-energy scattering of hadr...
In the framework of Glauber diffraction theory a calculation of ifferential cross section for inela...
An essential part of any factorisation proof is the demonstration that the exchange of Glauber gluon...
A geometrical model is proposed for the transverse energy distributions in ultra-relativistic heavy ...
A multiple diffraction theory approach to p-/sup 4/He scattering is described in which all relevant ...
Starting from a four-gluon partial-wave amplitude which provides the first unitarity corrections to ...
For any factorisation proof, a crucial step is a demonstration of the cancellation of so-called Glau...
It is shown that the Glauber theory for the scattering of a high-energy hadron on a nucleus becomes ...
We show that for hadronic transverse energy $E_T$ in hadron-hadron collisions, the classic Collins-S...
We show that for hadronic transverse energy $E_T$ in hadron-hadron collisions, the classic Collins-S...
We study the dipole picture for the description of deep inelastic scattering, focusing on the struct...
The goal of these lectures, oriented towards the students just entering the field, is to provide an ...
With the center of mass energy of particle colliders becoming higher and higher multiparton interact...
The Watson formulation of multiple scattering theory is derived and then employed to build a model ...
A complete theoretical picture of multiple scattering processes in QCD remains elusive. In deep inel...
Establishes formulas for the description of momentum-loss spectra for high-energy scattering of hadr...
In the framework of Glauber diffraction theory a calculation of ifferential cross section for inela...
An essential part of any factorisation proof is the demonstration that the exchange of Glauber gluon...
A geometrical model is proposed for the transverse energy distributions in ultra-relativistic heavy ...
A multiple diffraction theory approach to p-/sup 4/He scattering is described in which all relevant ...
Starting from a four-gluon partial-wave amplitude which provides the first unitarity corrections to ...
For any factorisation proof, a crucial step is a demonstration of the cancellation of so-called Glau...