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- W2071175940 abstract "Abstract From the scaling law for the s -channel partial wave amplitudes, which guarantees simultaneously t -channel unitarity at threshold t = 4 μ 2 and s -channel unitarity, we derive: (i) The intercept α (0) of the Pomeron is always one, if α (4 μ 2 ) > 1. (ii) The total and the elastic cross sections are bounded from below for s → ∞. σ tot ⩾ O (( log s s 1 ) 2δ(4μ 2 ) ), σ el ⩾ O (( log s s 1 ) 4δ(4μ 2 )−1 ) where α (4 μ 2 ) and δ (4 μ 2 ) are the position and the type of te Pomeron singularity ( J − α (4 μ 2 )) −1− δ (4 μ 2 ) at t = 4 μ 2 . (iii) The type of the Pomeron singularity δ (4 μ 2 ) is restricted: either δ(4μ 2 ) ⩽ 1 2 or δ(4μ 2 ) − 1 2 ." @default.
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- W2071175940 date "1974-11-01" @default.
- W2071175940 modified "2023-09-25" @default.
- W2071175940 title "The Pomeron and the scaling law for partial wave amplitudes" @default.
- W2071175940 cites W2014212349 @default.
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- W2071175940 doi "https://doi.org/10.1016/0370-2693(74)90348-7" @default.
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