Abstract
A recently proposed method for calculating partial-wave inelasticity dynamically is applied to the high-energy $p\ensuremath{-}p$ scattering. The two nucleons are considered spinless. Their left-hand-cut contribution is calculated by making a $\ensuremath{\delta}$-function approximation of the absorptive part in the crossed channel. Partial waves with $l\ensuremath{\le}{l}_{a}$ are taken to be completely imaginary and those with $l>{l}_{a}$ are considered to be given by the Born term. Certain interesting features of the present model are discussed.
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