Abstract
Magnetic moments of baryons are calculated from dispersion relations int, including the π\(\bar \pi \)-continuum. The largest deviation from the naiveSU(3)-expectation is found for∑ −, leading to μ2211=−1.80 nuclear magnetons instead of −0.66.
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Divakaran, P.P.: Nucl. Phys. B15, 601 (1970)
Deo, B.B., Singh, D.: Phys. Rev. D12, 262 (1975)
Frazer, W.R., Fulco, J.R.: Phys. Rev.117, 1603 (1960)
Höhler, G., Pietarinen, E.: Phys. Letters53 B, 471 and Nucl. Phys. B95, 210(1975)
Gounaris, G.J., Sakurai, J.J.: Phys. Rev. Lett.21, 244 (1968)
Particle Data Group, Rev. Mod. Phys.48, No. 2 (1976)
Dydak, F., Navarria, F.L., Overseth, O.E., Steffen, P., Steinberger, I., Wahl, H., Williams, E.G.H., Eisch, F., Geweniger, C., Kleinknecht, K., Tanreg, H., Zech, G.: Nucl. Phys. B118, 1 (1977)
Nagels, M.M., de Swart, J.J., Nielsen, H., Oades, G.C., Petersen, J.L., Tromborg, B., Gustafson, G., Irving, A.C., Jarlskog, C., Pfeil, W., Pilkuhn, A., Steiner, F., Tauscher, L.: Nucl. Phys. B109, 1 (1976)
Renard, F.M.: Nucl. Phys. B15, 267 (1970)
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The authors thank Drs. I. Stefanescu and G. Höhler for helpful discussions. J.O.E. is grateful to K. Aashamar for lending him a numerical integration program.
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Eeg, J.O., Pilkuhn, H. Magnetic moment of ∑− from dispersion relations int . Z Physik A 287, 407–411 (1978). https://doi.org/10.1007/BF01481723
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DOI: https://doi.org/10.1007/BF01481723