Antonio Pagnamenta
Rutgers University
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Annals of Physics | 1966
Antonio Pagnamenta
Abstract The N -quantum approximation (NQA) is a method designed to construct approximate operator solutions to the field equations. We show in detail how this method works and can be made compatible with the renormalization program in the Lee model and for the scalar field interacting with a fixed fermion source. The terminated in-field expansions can still be applied successfully in the presence of bound states, for which one will introduce new infields, or if one deals with resonances. This is discussed on the examples of the V -θ-bound state and the unstable V -particle.
Physical Review Letters | 1975
B. Robinson; K. Abe; J. Carr; J. Keyne; Antonio Pagnamenta; F. Sannes; I. Siotis; R. Stanek
Physical Review | 1968
David R. Harrington; Antonio Pagnamenta
Physical Review Letters | 1973
K. Abe; T. DeLillo; B. Robinson; F. Sannes; J. Carr; J. Keyne; I. Siotis; Antonio Pagnamenta
Physical Review Letters | 1967
David R. Harrington; Antonio Pagnamenta
Physical Review | 1968
Antonio Pagnamenta; B. Renner
Physical Review | 1969
David R. Harrington; Antonio Pagnamenta
Physical Review | 1968
P. Narayanaswamy; Antonio Pagnamenta
Physical Review | 1969
Harold Cohen; Antonio Pagnamenta
Physical Review D | 1970
G. C. Joshi; Antonio Pagnamenta