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Improved analysis ofB!e from QCD sum rules on the light-cone

Patricia Ball, Roman Zwicky

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Abstract

We present a new calculation of the B ! form-factorf+, relevant for the measurement ofjVubjfrom semileptonicB!transitions, from QCD sum rules on the light-cone. The new element is the calculation of radiative corrections tonext-to-leadingtwist-3accuracy. Wendthatthesecontributionsarefactorizable atO(s), which lends additional support to the method of QCD sum rules on the light-cone. Weobtainf+(0)=0:260:060:05,wherethersterroraccountsforthe uncertaintyintheinput-parametersandthesecondisaguesstimateofthesystematic uncertainty induced by the approximations inherent in the method. We also obtain a simple parametrization of the form-factor which is valid in the entire kinematical range of semileptonic decays and consistent with vector-meson dominance at large momentum-transfer.

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We present a new calculation of the B ! form-factorf+, relevant for the measurement ofjVubjfrom semileptonicB!transitions, from QCD sum rules on the light-cone. The new element is the calculation of radiative corrections tonext-to-leadingtwist-3accuracy. Wendthatthesecontributionsarefactorizable atO(s), which lends additional support to the method of QCD sum rules on the light-cone. Weobtainf+(0)=0:260:060:05,wherethersterroraccountsforthe uncertaintyintheinput-parametersandthesecondisaguesstimateofthesystematic uncertainty induced by the approximations inherent in the method. We also obtain a simple parametrization of the form-factor which is valid in the entire kinematical range of semileptonic decays and consistent with vector-meson dominance at large momentum-transfer.

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Available abstract

We present a new calculation of the B ! form-factorf+, relevant for the measurement ofjVubjfrom semileptonicB!transitions, from QCD sum rules on the light-cone. The new element is the calculation of radiative corrections tonext-to-leadingtwist-3accuracy. Wendthatthesecontributionsarefactorizable atO(s), which lends additional support to the method of QCD sum rules on the light-cone. Weobtainf+(0)=0:260:060:05,wherethersterroraccountsforthe uncertaintyintheinput-parametersandthesecondisaguesstimateofthesystematic uncertainty induced by the approximations inherent in the method. We also obtain a simple parametrization of the form-factor which is valid in the entire kinematical range of semileptonic decays and consistent with vector-meson dominance at large momentum-transfer.

Key concepts: Light cone, QCD sum rules, Physics, Particle physics, Parametrization (atmospheric modeling), Quantum chromodynamics, Vector meson dominance, Radiative transfer

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