Enhancement of the -- Mass Difference by Short Distance QCD Corrections Beyond Leading Logarithms
arXiv:hep-ph/9310311 · doi:10.1016/0550-3213(94)90044-2
Abstract
We calculate the next-to-leading order short distance QCD corrections to the coefficient of the effective hamiltonian in the standard model. This part dominates the short distance contribution to the -- mass difference. The next-to-leading order result enhances and by 20\% compared to the leading order estimate. Taking $0.200 \gev \le \laMSb \le 0.350 \gev$ and $1.35 \gev \le m_c(m_c) \le 1.45 \gev$ we obtain compared to . For this corresponds to 48 -- 75 \% of the experimentally observed mass difference. The inclusion of next-to- leading order corrections to reduces considerably the theoretical uncertainty related to the choice of renormalization scales.
30 pages and 9 figures (available as uuencoded tarred postscript files), LaTeX, TUM-T31-40/93
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