Bounds on the Soft Pomeron Intercept

J.R. Cudell (U. of Liege); K. Kang (Brown U.); S.K. Kim (Ewha Women's U.)

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arxiv hep-ph/9601336 v2 pith:DVS3RLI5 submitted 1996-01-25 hep-ph

Bounds on the Soft Pomeron Intercept

J.R. Cudell (U. of Liege) , K. Kang (Brown U.) , S.K. Kim (Ewha Women's U.) This is my paper

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The Donnachie-Landshoff fit of total cross sections has now become a standard reference for models of total, elastic and diffractive cross-sections. Adopting their philosophy that simple-pole exchanges should account for all data to present energies, we assess the uncertainties on their fits. Our best estimate for the pomeron intercept is $1.096^{+0.012}_{-0.009}$, but several models have a good chi square for intercepts in the range [1.07,1.11].

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