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- W2124812576 abstract "Continuing our previous studies, we investigate the analytic properties of the virtual Compton-scattering amplitude and the form factor of a target-meson of any spin obtained from the dual resonance model of Kikkawa and Sato. The relevant quantities are examined in detail under the planar one-loop approximation. Our main conclusions are as follows: the amplitudes satisfy the Fubini-Dashen-Gell-Mann sum rule, Bjorken's scaling law (in the case of the function F2 only) and only the unrenormalized amplitude has the correct Regge behaviour. In particular, we show that the scaling functions F2(ω) have the remarkable property of “near universality”, i.e., its behaviour in the threshold- and asymptotic-regions is nearly independent of the spin in the target mesons. It will be shown that the renormalized amplitudes have properties similar to those mentioned above except that it has wrong Regge behaviour. This latter fact means that the straightforward application of the renormalization method of the Princeton group to this model is not suitable." @default.
- W2124812576 created "2016-06-24" @default.
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- W2124812576 date "1972-08-01" @default.
- W2124812576 modified "2023-10-10" @default.
- W2124812576 title "“Near Universality” of the Structure Functions and the Form Factors in the Dual Resonance Model" @default.
- W2124812576 doi "https://doi.org/10.1143/ptp.48.513" @default.
- W2124812576 hasPublicationYear "1972" @default.
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