QCD Sum Rules on the Light-Cone, Factorisation and SCET
arXiv:hep-ph/0308249
Abstract
The accurate calculation of weak heavy-to-light form factors is crucial for the determination of CKM matrix elements from experimental data on B decays. In SCET, the soft-collinear effective theory, these form factors can, in the heavy quark limit, be split into a factorisable part that is calculable in perturbation theory, and a nonfactorisable part that observes certain spin-symmetries. I discuss the relation between the SCET factorisation formulas and the heavy quark limit of the corresponding QCD sum rules on the light-cone. I also analyse the numerical size of factorisable and nonfactorisable parts and corrections suppressed by powers of the b quark mass.
22 pages
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- Higher-Twist Distribution Amplitudes of the K Meson in QCD
- The B-Meson Distribution Amplitude in QCD
- Light-cone sum rules for form factors revisited
- -Meson Distribution Amplitude from the Form Factor
- |V_td/V_ts| from B-> V gamma
- Semileptonic charm decays and from QCD Light-Cone Sum Rules
- Perturbative corrections to form factors in QCD
- Constraining the Unitarity Triangle with B -> V gamma
- The phenomenology of rare and semileptonic B decays
- Determination of |Vub|
- B->pi,K,eta Decay Formfactors from Light-Cone Sum Rules