Computes four-quark operator matrix elements via QCD sum rules, derives their HQET limit, demonstrates numerical consistency between the two, and identifies the source of prior literature discrepancies.
Heavy quark expansion in beauty and its decays
1 Pith paper cite this work. Polarity classification is still indexing.
abstract
I give an introduction to the QCD-based theory of the heavy flavor hadrons and their weak decays. Trying to remain at the next-to-elementary level and skip technicalities, I concentrate on the qualitative description of the most important applications and physical meaning of the theoretical statements. The numerical results of the dedicated theoretical analyses of extracting V_cb are given and the possibilities to determine V_ub in future are discussed. At the same time I describe in simple language subtle peculiarities distinguishing actual QCD of heavy quarks from naive quantum mechanical treatment often applied to heavy flavor hadrons. These subtleties are often mistreated. Particular attention is paid to the concept of the heavy quark mass and its evaluation, to the kinetic operator and the question of the 1/m_Q corrections to inclusive widths of heavy flavor hadrons. I argue that the properly defined b quark mass is known with a good accuracy from the \bar{b} b threshold cross section.
fields
hep-ph 1years
2026 1verdicts
UNVERDICTED 1representative citing papers
citing papers explorer
-
From QCD sum rules to HQET sum rules: Heavy-quark limit of four-quark operator matrix elements
Computes four-quark operator matrix elements via QCD sum rules, derives their HQET limit, demonstrates numerical consistency between the two, and identifies the source of prior literature discrepancies.