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Convergence of the Perturbation Expansion in Some Models of the Field Theory
"It is shown that in a class of models of quantum field theory, the perturbation expansion of the resolvent operator, (H - z)-1, converges for all complex z. The class of models consists of all theories with Yukawa coupling in which the vacuum polarization is neglected. The method used is that of comparison with the exactly solvable neutral solar model."
Date:
September 6, 1961
Creator:
Bialynicki-Birula, I. & Frank, William M.
System:
The UNT Digital Library