The final state interaction corrections to the peripheral model calculation of Drell and Hiida of the process n + n → n + n + π are calculated. Methods of calculation and comparison with experiment are discussed. © 1963.

The inclusive production of a particles from a nuclear target is investigated. The cross section for such a process is related to a three body scattering amplitude. Once this amplitude is known for a nucleon target it may be found for a nuclear one by an extension of Glauber's multiple scattering formalism. A comparison with data is presented for proton induced inclusive production from various nuclear targets. © 1973.

A model for the amplitude obeying the current algebra sum rule is constructed. It satisfies many physical conditions required of this amplitude as analyticity, Regge asymptotics, decreasing form factors, etc. This amplitude likewise satisfies certain asymptotic sum rules and suggests the possible structure of the difference in elastic electron scattering from members of an SU(3) or SU(2) multiplet. © 1969.

A theory of gravity in d + 1 dimensions is dynamically generated from a theory in d dimensions. As an application we show how N dynamically coupled gravity theories can reduce the effective Planck mass.

The low-energy three-nucleon problem with two-particle separable potentials is solved. The formalism of Faddeev in recasting the three-body equations into Fredholm form and subsequent angular-momentum reductions are carried out. Upon searching for a bound state, two poles of the amplitude are found. Upon further examination, one of the poles is found to have a residue whose sign is opposite to those encountered in scattering with local field theory or with local potentials. © 1965 The American Physical Society.

A peripheral collision calculation of the process γ + p → W + ..., where W is an intermediate vector boson, is performed. Results and possible detection schemes are discussed. © 1963.

We show that an interacting spin-0 field on a de Sitter space background will break the underlying de Sitter symmetry. This is done first for a (1+1) de Sitter space where a boson-fermion correspondence permits us to solve certain interacting theories by transforming them into free ones of opposite statistics. A massless boson interacting by a sine-Gordon potential is shown to be equivalent to a free massive fermion with the mass depending on the de Sitter time thus breaking the symmetry explicitly. We then show that for larger dimensions and any boson potential, to one loop, an anomaly develops and the currents generating the de Sitter transformations are not conserved. © Copyright owned by the author(s) under the terms of the Creative Commons Attribution-NonCommercial-ShareAlike Licence.

The decay -e-+e-+e+ via internal conversion is computed using a phenomenological matrix element for the e interaction. The result is compared with present experimental limits for this process and the results concerning the form factors in the matrix element are discussed. The energy distribution of the emitted electrons is also computed. © 1960 The American Physical Society.

A previous work dealing with bound states in a Coulomb potential is extended to the case of scattering states. The symmetry of the problem under the Lorentz group 0(1,3) is used to construct wave functions. Harmonic analysis on two-sheeted hyperboloids is briefly discussed in arbitrary dimension. The set of scattering states for both an attractive and a repulsive potential is shown to provide a unitary representation of the group 0(1, 4). © 1966 The American Physical Society.