Matches in SemOpenAlex for { <https://semopenalex.org/work/W278324280> ?p ?o ?g. }
- W278324280 abstract "We report the results of a study of the exclusive charmless semileptonic decays, B{sup +} {yields} {eta}{sup {prime}}{ell}{sup +}{nu} and B{sup 0} {yields} {pi}{sup -}{ell}{sup +}{nu}, undertaken with approximately 464 million B{bar B} pairs collected at the {Upsilon}(4S) resonance with the BABAR detector. The analysis uses events in which the signal B decays are reconstructed with a loose neutrino reconstruction technique. We obtain partial branching fractions for B{sup +} {yields} {eta}{ell}{sup +}{nu} and B{sup 0} {yields} {pi}{sup -}{ell}{sup +}{nu} decays in three and 12 bins of q{sup 2}, respectively, from which we extract the f{sub +}(q{sup 2}) form-factor shapes and the total branching fractions {Beta}(B{sup +} {yields} {eta}{ell}{sup +}{nu}) = (0.36 {+-} 0.05{sub stat} {+-} 0.04{sub syst}) x 10{sup -4} and {Beta}(B{sup 0} {yields} {pi}{sup -}{ell}{sup +}{nu}) = (1.42 {+-} 0.05{sub stat} {+-} 0.07{sub syst}) x 10{sup -4}. We also measure {Beta}(B{sup +} {yields} {eta}{sup {prime}}{ell}{sup +}{nu}) = (0.24 {+-} 0.08{sub stat} {+-} 0.03{sub syst}) x 10{sup -4}. We obtain values for the magnitude of the CKM matrix element |V{sub ub}| using three different QCD calculations." @default.
- W278324280 created "2016-06-24" @default.
- W278324280 creator A5000059862 @default.
- W278324280 creator A5001777859 @default.
- W278324280 creator A5001960157 @default.
- W278324280 creator A5002276982 @default.
- W278324280 creator A5004323731 @default.
- W278324280 creator A5004698996 @default.
- W278324280 creator A5005020037 @default.
- W278324280 creator A5008818041 @default.
- W278324280 creator A5009761658 @default.
- W278324280 creator A5013104125 @default.
- W278324280 creator A5013580947 @default.
- W278324280 creator A5014117905 @default.
- W278324280 creator A5015489688 @default.
- W278324280 creator A5015529707 @default.
- W278324280 creator A5016785133 @default.
- W278324280 creator A5018368984 @default.
- W278324280 creator A5018491611 @default.
- W278324280 creator A5019767580 @default.
- W278324280 creator A5020271569 @default.
- W278324280 creator A5020400551 @default.
- W278324280 creator A5020708150 @default.
- W278324280 creator A5021291077 @default.
- W278324280 creator A5022678386 @default.
- W278324280 creator A5024300301 @default.
- W278324280 creator A5026388566 @default.
- W278324280 creator A5028339971 @default.
- W278324280 creator A5029379728 @default.
- W278324280 creator A5029577282 @default.
- W278324280 creator A5032025997 @default.
- W278324280 creator A5032963093 @default.
- W278324280 creator A5034409987 @default.
- W278324280 creator A5034909370 @default.
- W278324280 creator A5035292632 @default.
- W278324280 creator A5035808587 @default.
- W278324280 creator A5036033443 @default.
- W278324280 creator A5036088678 @default.
- W278324280 creator A5043161190 @default.
- W278324280 creator A5043376428 @default.
- W278324280 creator A5043559433 @default.
- W278324280 creator A5043639644 @default.
- W278324280 creator A5043759675 @default.
- W278324280 creator A5044134681 @default.
- W278324280 creator A5044922642 @default.
- W278324280 creator A5045765468 @default.
- W278324280 creator A5047003559 @default.
- W278324280 creator A5047570789 @default.
- W278324280 creator A5049712762 @default.
- W278324280 creator A5051365420 @default.
- W278324280 creator A5054008870 @default.
- W278324280 creator A5054428798 @default.
- W278324280 creator A5055390185 @default.
- W278324280 creator A5056730006 @default.
- W278324280 creator A5058890494 @default.
- W278324280 creator A5060260942 @default.
- W278324280 creator A5061677898 @default.
- W278324280 creator A5063931325 @default.
- W278324280 creator A5064813852 @default.
- W278324280 creator A5065723158 @default.
- W278324280 creator A5069713690 @default.
- W278324280 creator A5069772650 @default.
- W278324280 creator A5070955336 @default.
- W278324280 creator A5071284842 @default.
- W278324280 creator A5073120547 @default.
- W278324280 creator A5073297519 @default.
- W278324280 creator A5074987778 @default.
- W278324280 creator A5075197375 @default.
- W278324280 creator A5075823686 @default.
- W278324280 creator A5076062758 @default.
- W278324280 creator A5076392512 @default.
- W278324280 creator A5076782900 @default.
- W278324280 creator A5077152761 @default.
- W278324280 creator A5077178294 @default.
- W278324280 creator A5077208051 @default.
- W278324280 creator A5079070496 @default.
- W278324280 creator A5081861435 @default.
- W278324280 creator A5083272557 @default.
- W278324280 creator A5083386960 @default.
- W278324280 creator A5084388837 @default.
- W278324280 creator A5085665905 @default.
- W278324280 creator A5085913532 @default.
- W278324280 creator A5087048773 @default.
- W278324280 creator A5087198779 @default.
- W278324280 creator A5089301327 @default.
- W278324280 creator A5089486139 @default.
- W278324280 creator A5090022758 @default.
- W278324280 creator A5090496151 @default.
- W278324280 creator A5090937051 @default.
- W278324280 creator A5091207292 @default.
- W278324280 creator A5091316555 @default.
- W278324280 creator A5024577993 @default.
- W278324280 date "2011-08-12" @default.
- W278324280 modified "2023-10-13" @default.
- W278324280 title "Measurement of the B0 ->π−ℓνand B ->η(′)ℓνBranching Fractions, the B0 ->π−ℓνand B ->ηℓνForm-Factor Shapes, and Determination of |Vub|" @default.
- W278324280 hasPublicationYear "2011" @default.
- W278324280 type Work @default.
- W278324280 sameAs 278324280 @default.
- W278324280 citedByCount "0" @default.
- W278324280 crossrefType "journal-article" @default.