At leading order in 1/beta0, the HQET heavy-light current correlator's Wilson coefficients through dimension 2 are calculated, and their renormalon pole positions and residues are given.
Operator product expansion in static-quark effective field theory: large perturbative correction
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abstract
We calculate the coefficients of operators with dimensions d <= 7 in the operator product expansion of correlators of q Gamma Q currents, for the effective field theory of an infinite-mass quark, Q. Exact two-loop results are obtained, with an arbitrary gauge group and spacetime dimension, for the perturbative (d=0) and quark-condensate (d=3) contributions, confirming our previous result for the anomalous dimension of the current. Leading-order results are given for light-quark operators with d=5, 6, 7 and gluon operators with d=4, 6. The existence of a perturbative correction of order 100% precludes a reliable determination of f_B from non-relativistic sum rules.
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Correlator of heavy-light quark currents in HQET in the large $\beta_0$ limit
At leading order in 1/beta0, the HQET heavy-light current correlator's Wilson coefficients through dimension 2 are calculated, and their renormalon pole positions and residues are given.