1999
DOI: 10.1103/physrevd.60.014004
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Do the E866 Drell-Yan data change our picture of the chiral structure of the nucleon?

Abstract: We revisit the evaluation of the pionic mechanism of theū −d-asymmetry in the proton structure function. Our analysis is based on the extended AGK unitarity relation between contributions of different mechanisms to the inclusive particle production and the total photoabsorption cross-section (i.e. the proton structure function). We reanalyze the role of isovector reggeons in inclusive production of nucleons and Delta isobars in hadronic reactions. We find rather large contribution of reggeonexchange induced pr… Show more

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Cited by 73 publications
(72 citation statements)
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“…This calculation is typical of many of this type, in that the probability of finding the nucleon in a πN configuration is approximately twice that of finding it in the π∆ configuration [53,54]. However, a recent calculation by Nikolaev et al [55], also shown in Fig. 15, calls this into question.…”
Section: Origins Of the Nucleon Seamentioning
confidence: 87%
“…This calculation is typical of many of this type, in that the probability of finding the nucleon in a πN configuration is approximately twice that of finding it in the π∆ configuration [53,54]. However, a recent calculation by Nikolaev et al [55], also shown in Fig. 15, calls this into question.…”
Section: Origins Of the Nucleon Seamentioning
confidence: 87%
“…It was pointed out much earlier [8] that pionic fluctuations would create such a asymmetry in the sea and was subsequently calculated [9] before the experiments referenced above were carried out. Further, and of importance for what follows, the appearance of the flavor asymmetry at large values of x (0.1 < x < 0.25) indicates that the pions are fluctuated off the whole nucleon rather than off individual valence quarks [10][11][12], as would be the case in some versions of chiral perturbation theory (χ PT) [13]. While pions constitute a small fraction of the total sea, they have important consequences such as the asymmetry discussed above.…”
mentioning
confidence: 99%
“…The dominant role is played by the pion, which provides that d(x)/u(x) either increases monotonically with x or turns back towards unity too slowly [8,9]. Many explanations have been applied to attack this problem [10,11,12,13], such as effects of ∆ [10,11,12], the influence of the Pauli exclusion principle [12], adjustment of parameters [13], but none of these explanations provides a satisfactory description of the ratio d(x)/u(x). However, Alberg, Henley and Miller [14] found that the inclusion of the effect of the isoscalar vector meson ω, with a coupling constant g 2 ω /4π ≈ 8.1, allows a good description of the data.…”
mentioning
confidence: 99%