Abstract:
This thesis is concerned with the study of some two body inelastic processes at high energy in the Regge Pole Model. A noteworthy feature of the study of these processes is the restriction of the number of parameters to a minimum by using the known form of the Regge trajectory, by equating the residues to the field theoretic counterpart at the pole point; by invoking some higher symmetry for the vertices and resorting to the assumption of exchange degeneracy for the trajectories, as per Duality Theory.