The conclusion of this work is really very small. It is that the five dimensional integral for the imaginary part of the Delbruck scattering amplitude allows two further integrations to be carried out analytically, before it is absolutely necessary to resort to machine computation. Whether it would be quicker to carry out the work fully, i.e. obtain a three dimensional integral representation for the imaginary part, and then integrate numerically, or to find another computing programme, which allows one to integrate the five dimensional integral at higher energies is another question
The Chew-Low theory is used to calculate the scattering of a pion by a nucleon inside nuclear matter...
Pion-loop corrections for Compton scattering are calculated in a novelapproach based on the use of d...
Pion–nucleon scattering is one of the most fundamental processes in nuclear and hadronic physics, wi...
We show how the combination of analyticity properties derived from local field theory and the unitar...
A modification of the Omnes method is used to solve the singular integral equations for the 3-3 part...
A modification of the Omnes method is used to solve the singular integral equations for the 3-3 part...
A modification of the Omnes method is used to solve the singular integral equations for the 3-3 part...
Pion-loop corrections for Compton scattering are calculated in a novel approach bused on the use of ...
Pion-loop corrections for Compton scattering are calculated in a novel approach bused on the use of ...
We have calculated an expression for the imaginary part of the amplitude of 'the Delbruck effect (el...
The application of unitarity to multiparticle production processes is studied and relationships betw...
Pion-loop corrections for Compton scattering are calculated in a novel approach bused on the use of ...
Proofs are given of exact analytical solutions for general principal value integrations of the dispe...
Dispersion theory has been applied to proton Compton scattering at all angles. Unitarity of the S ma...
In this thesis we analyze and extend the applicablity of a rather novel, dispersion-like treatment o...
The Chew-Low theory is used to calculate the scattering of a pion by a nucleon inside nuclear matter...
Pion-loop corrections for Compton scattering are calculated in a novelapproach based on the use of d...
Pion–nucleon scattering is one of the most fundamental processes in nuclear and hadronic physics, wi...
We show how the combination of analyticity properties derived from local field theory and the unitar...
A modification of the Omnes method is used to solve the singular integral equations for the 3-3 part...
A modification of the Omnes method is used to solve the singular integral equations for the 3-3 part...
A modification of the Omnes method is used to solve the singular integral equations for the 3-3 part...
Pion-loop corrections for Compton scattering are calculated in a novel approach bused on the use of ...
Pion-loop corrections for Compton scattering are calculated in a novel approach bused on the use of ...
We have calculated an expression for the imaginary part of the amplitude of 'the Delbruck effect (el...
The application of unitarity to multiparticle production processes is studied and relationships betw...
Pion-loop corrections for Compton scattering are calculated in a novel approach bused on the use of ...
Proofs are given of exact analytical solutions for general principal value integrations of the dispe...
Dispersion theory has been applied to proton Compton scattering at all angles. Unitarity of the S ma...
In this thesis we analyze and extend the applicablity of a rather novel, dispersion-like treatment o...
The Chew-Low theory is used to calculate the scattering of a pion by a nucleon inside nuclear matter...
Pion-loop corrections for Compton scattering are calculated in a novelapproach based on the use of d...
Pion–nucleon scattering is one of the most fundamental processes in nuclear and hadronic physics, wi...