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- W2006171077 abstract "The complex-Regge-pole model is applied to $ensuremath{pi}N$ elastic and charge-exchange scattering in the forward direction. $P$, ${P}^{ensuremath{'}}$, and $ensuremath{rho}$ poles are assumed to dominate with both square-root and logarithmic singularity at the branch point. The Pomeranchuk trajectory is parametrized both as a real pole and as a pair of complex-conjugate poles. Various ghost-eliminating mechanisms are tested, and good fits are obtained including excellent agreement with the new $ensuremath{pi}N$ charge-exchange and elastic polarization data. ${P}^{ensuremath{'}}$ and $ensuremath{rho}$ are nearly exchange degenerate, but the data show no strong preference for either a real or complex Pomeranchuk trajectory or for a square-root or logarithmic branch cut." @default.
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- W2006171077 modified "2023-10-18" @default.
- W2006171077 title "Complex-Regge-Pole Model inπNScattering" @default.
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- W2006171077 doi "https://doi.org/10.1103/physrevd.6.3162" @default.
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