Constrained second-order power corrections in HQET: , , and new physics
arXiv:2206.11281 · doi:10.1103/PhysRevD.106.096015
Abstract
We postulate a supplemental power counting within the heavy quark effective theory, that results in a small, highly-constrained set of second-order power corrections, compared to the standard approach. We determine all form factors, both within and beyond the standard model to , under truncation by this power counting. We show that the second-order power corrections to the zero-recoil normalization of the matrix elements (, , ) are fully determined by hadron mass parameters, and are in good agreement with lattice QCD (LQCD) predictions. We develop a parametrization of these form factors under the postulated truncation, that achieves excellent fits to the available LQCD predictions and experimental data, and we provide precise updated predictions for the decay rates, lepton flavor universality violation ratios , and the CKM matrix element . We point out some apparent errors in prior literature concerning the corrections, and note a tension between commonly-used simplified dispersive bounds and current data.
85 pages, 11 figures, 19 tables; published version; minor typos corrected
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