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- W1988119299 abstract "The lower bounds on the total cross section and the slope parameter are obtained on the basis of the analyticity and polynomial upper boundedness of the scattering amplitude and the unitarity of the S matrix: σtot⩽Cs−6 (log s)−2, B⩽Cs−5(log s)−4 for some measurable sequences of s→∞. These bounds hold for any t in 0?t<4m2π. It is unnecessary in order to obtain our bounds that the scattering amplitude has the crossing even property. If we assume this property, we can suppress the logarithmic factors of our bounds. Also we obtain our lower bounds for any sequence of s→∞, if we take the average scattering amplitude." @default.
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- W1988119299 date "1978-02-01" @default.
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- W1988119299 title "Lower bounds on the total cross section and the slope parameter for some measurable sequences of <i>s</i>→∞" @default.
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- W1988119299 doi "https://doi.org/10.1063/1.523659" @default.
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