On the Residue of J=0 Fixed Pole and Regge Residues in Deep Inelastic e-p Scattering
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概要
- 論文の詳細を見る
A variety of discussion concerning the residue of J=0 fixed pole (R_F(q^2)) is summarized. When the Breidenbach-Kuti fits to both resonances and Regge poles are utilized, the following result is derived: The obtained R_F(q^2≤0.58 (GeV/c)^2) is significantly different from the analysis of the Kyoto group. From this result, we can deny that i) Pham's conjecture (R_F(0.1)=0) holds ii) Testa's relation between R_F(q^2) and Regge pole residues holds for q^2≦1.5(GeV/c)^2. Furthermore, when we use ω_R=2M_ν/(q^2+μ^2) and a large cutoff (ν_m=3GeV), it is shown that the peculiar behavior in the Pomeron residue obtained by the Kyoto group does disappear.
- 理論物理学刊行会の論文
- 1974-07-25
著者
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Biyajima Minoru
Departmemt Of Physics Faculty Of Liberal Arts Shinshu University
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Biyajima Minoru
Department Of Applied Mathematics Faculty Of Engineering Science Osaka University:department Of Phys
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