1968
DOI: 10.1103/physrevlett.20.748
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Some Rare Decays in Interactions ofπandKMesons with Carbon and Iron

Abstract: An experiment on the leptonic decay of vector mesons produced by K~-and ir~~-meson bombardment of carbon and iron has previously been reported. 1 ' 2 In this Letter we report some other interesting features of the data, namely, (1) a value for the cp branching ratio;(2) an upper limit for the process ?]-* JLL+JLL~";(3) upper limits for 77-77 0 JU, + JU~ and w-+ ir°ii + i±~; and (4) a comparison of the decays p°-~ JLL + JLL~ and p°-~e + e-. In Ref. 2 we reported a peak containing 12 events in the invariant-mass… Show more

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Cited by 13 publications
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“…We note that while a value of, say, 9&0 would increase the predicted value of T(p -, u , this quantity has not yet been measured. A value of 0 = 0 would produce no disagreement with the present upper limits on ^(p-~ll' 11 ' 12 One must note, however, that the total cross sections for photoproduction of the p and the co appear to be in agreement with unbroken SU(3) in the diffraction region, 13 i.e., a D :or » 9:1. The agreement of the bubble-chamber data on photoproduction of p and co with the 9:1 rule and the violation of this rule in leptonic decay may be patched up by assuming that the co-nucleon cross section is larger than the p-nucleon cross section.…”
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confidence: 44%
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“…We note that while a value of, say, 9&0 would increase the predicted value of T(p -, u , this quantity has not yet been measured. A value of 0 = 0 would produce no disagreement with the present upper limits on ^(p-~ll' 11 ' 12 One must note, however, that the total cross sections for photoproduction of the p and the co appear to be in agreement with unbroken SU(3) in the diffraction region, 13 i.e., a D :or » 9:1. The agreement of the bubble-chamber data on photoproduction of p and co with the 9:1 rule and the violation of this rule in leptonic decay may be patched up by assuming that the co-nucleon cross section is larger than the p-nucleon cross section.…”
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confidence: 44%
“…12 ? 14 If an experiment on p° -JU + + ju " is compared with an experiment on p° -+e + + e~, one must know the magnitude of oo production in the two experiments and the magnitude of r^"" 2 (which is not known experimentally).…”
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confidence: 99%
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