Power Corrections in Charmless Nonleptonic B-Decays: Annihilation is Factorizable and Real

Abstract

We classify LambdaQCD/mb power corrections to nonleptonic B-> M1 M2 decays, where M1 and M2 are charmless non-isosinglet mesons. Using recent developments in soft-collinear effective theory, we prove that the leading contributions to annihilation amplitudes of O[alphas(mb) LambdaQCD/mb] are real. The leading annihilation amplitudes depend on twist-2 and twist-3 three parton distributions. A complex nonperturbative parameter from annihilation first appears at O[alphas^2(sqrt{Lambda mb}) LambdaQCD/mb]. ``Chirally enhanced'' contributions are also factorizable and real at lowest order. Thus, incalculable strong phases are suppressed in annihilation amplitudes, unless the alphas(sqrt{Lambda mb}) expansion breaks down. Modeling the distribution functions, we find that (11 +- 9)% and (15 +- 11)% of the absolute value of the measured B-> K- pi+ and B-> K- K0 penguin amplitudes come from annihilation. This is consistent with the expected size of power corrections.

35 pages, 3 figs, discussion of the 3-body annihilation in hep-ph/0611356 and clarifying comments added

References in corpus (3)

• The Zero-Bin and Mode Factorization in Quantum Field Theory
• Moments of pseudoscalar meson distribution amplitudes from the lattice
• Three-Parton Contributions to B --> M_1 M_2 Annihilation at Leading Order

Cited by in corpus (6)

• Modelling light-cone distribution amplitudes from non-relativistic bound states
• Charmless Two-body $B(B_s)\to VP$ decays In Soft-Collinear-Effective-Theory
• B -> chi_cJ K decays revisited
• Higher order QCD corrections in exclusive charmless B decays
• Possible complex annihilation and B -> K pi direct CP asymmetry
• Charmless Two-body $B(B_s)\to PP,VP$ decays In Soft-Collinear-Effective-Theory