- Main
Measurements of neutral B decay branching fractions to Ks0π+π- final states
- Author(s): Aubert, B
- Barate, R
- Boutigny, D
- Couderc, F
- Gaillard, JM
- Hicheur, A
- Karyotakis, Y
- Lees, JP
- Tisserand, V
- Zghiche, A
- Palano, A
- Pompili, A
- Chen, JC
- Qi, ND
- Rong, G
- Wang, P
- Zhu, YS
- Eigen, G
- Ofte, I
- Stugu, B
- Abrams, GS
- Borgland, A
- Breon, AB
- Brown, DN
- Button-Shafer, J
- Cahn, RN
- Charles, E
- Day, CT
- Gill, MS
- Gritsan, AV
- Groysman, Y
- Jacobsen, RG
- Kadel, RW
- Kadyk, J
- Kerth, LT
- Kolomensky, YG
- Kukartsev, G
- Lynch, G
- Mir, LM
- Oddone, PJ
- Orimoto, TJ
- Pripstein, M
- Roe, NA
- Ronan, MT
- Shelkov, VG
- Wenzel, WA
- Barrett, M
- Ford, KE
- Harrison, TJ
- Hart, AJ
- Hawkes, CM
- Morgan, SE
- Watson, AT
- Fritsch, M
- Goetzen, K
- Held, T
- Koch, H
- Lewandowski, B
- Pelizaeus, M
- Steinke, M
- Boyd, JT
- Chevalier, N
- Cottingham, WN
- Kelly, MP
- Latham, TE
- Wilson, FF
- Cuhadar-Donszelmann, T
- Hearty, C
- Knecht, NS
- Mattison, TS
- McKenna, JA
- Thiessen, D
- Khan, A
- Kyberd, P
- Teodorescu, L
- Blinov, AE
- Blinov, VE
- Druzhinin, VP
- Golubev, VB
- Ivanchenko, VN
- Kravchenko, EA
- Onuchin, AP
- Serednyakov, SI
- Skovpen, YI
- Solodov, EP
- Yushkov, AN
- Best, D
- Bruinsma, M
- Chao, M
- Eschrich, I
- Kirkby, D
- Lankford, AJ
- Mandelkern, M
- Mommsen, RK
- Roethel, W
- Stoker, DP
- Buchanan, C
- Hartfiel, BL
- Foulkes, SD
- Gary, JW
- et al.
Abstract
Branching fraction measurements using B-meson decays to Ks0π+π- are presented. These measurements were obtained by analyzing a data sample of 88.9 × 106 Υ(45) → BB̄ decays collected with the BABAR detector at the SLAC PEP-II asymmetric-energy B factory. Using a maximum likelihood fit, the following branching fraction results were obtained: B(B0π +π-) = (43.7 ± 3.8 ± 3.4) × 10 -6, B(B0 → K*+π-) (12.9 ± 2.4 ± 1.4) × 10-6, and B(B0 → D-(→Ks0π+π -)π+) = (42.7 ± 2.1 ± 2.2) × 10-6. The CP violating charge asymmetry AK*π for the decay B0 → K*+π- was measured to be AK*π = 0.23 ± 0.18-0.06+0.09. For all these measurements the first error is statistical and the second is systematic.
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