2009
DOI: 10.1088/1126-6708/2009/03/055
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Flavor symmetry analysis of charmlessBVPdecays

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Cited by 23 publications
(14 citation statements)
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“…The Dalitz plot is dominated by the ρ 0 (770) resonance and a nonresonant contribution which, as seen in other charmless three-body hadronic B decays, is well modeled with an exponential form-factor. The measured branching fraction for the decay B ± → ρ 0 (770)π ± agrees with the world-average value [34] and is consistent with theoretical predictions based on QCD factorization models [44] and SU(3) flavor symmetry [45]. The measured branching fraction of the nonresonant component is consistent with some theoretical predictions [14,16,17].…”
Section: Discussion and Summarysupporting
confidence: 85%
“…The Dalitz plot is dominated by the ρ 0 (770) resonance and a nonresonant contribution which, as seen in other charmless three-body hadronic B decays, is well modeled with an exponential form-factor. The measured branching fraction for the decay B ± → ρ 0 (770)π ± agrees with the world-average value [34] and is consistent with theoretical predictions based on QCD factorization models [44] and SU(3) flavor symmetry [45]. The measured branching fraction of the nonresonant component is consistent with some theoretical predictions [14,16,17].…”
Section: Discussion and Summarysupporting
confidence: 85%
“…That is, we associate a soft factor with M 2 = π, K, but not with M 2 = ρ (the soft effect associated with the kaon is not crucial actually). A global fit to the data of the B → V P decays based on flavor SU (3) symmetry also supported that the color-suppressed tree amplitude is large (small), when M 2 is a pseudoscalar (vector) meson [28]. Because the B 0 → π 0 ρ 0 decay involves both types of amplitudes with the pion and the ρ meson as M 2 , it is natural that the discrepancy is in between as indicated by Eq.…”
Section: Impact On B Meson Decaysmentioning
confidence: 82%
“…But, forB u,d → P V , the values of |C (′) P,V /T (′) P,V | from both cases are different: in the fitting case, the ratios |C (′) V /T (′) V | are significantly larger than |C (′) P /T (′) P |, though the values of |C (′) P | include large errors in [13], while in the QCDF case…”
Section: In Comparison Of Eqs (30)−(33) ["Fitting Case"] With Eqs (mentioning
confidence: 94%
“…Likewise, for charmlessB u,d → P V modes, the ratios of the SU(3) F amplitudes extracted from global fits [13] are…”
Section: The Su(3) F -Singlet Contributions S (′)mentioning
confidence: 99%
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