R(s) and hadronic tau-Decays in Order alpha_s^4: technical aspects
arXiv:0906.2987 · doi:10.1016/j.nuclphysbps.2009.03.010
Abstract
We report on some technical aspects of our calculation of alpha_s^4 corrections to R(s) and the semi-leptonic tau decay width [1-3]. We discuss the inner structure of the result as well as the issue of its correctness. We demonstrate recently appeared independent evidence positively testing one of two components of the full result.
References in corpus (13)
- The three loop relation between the \bar {MS} and the pole quark masses
- Hadronic Z- and tau-Decays in Order alpha_s^4
- The relation between the and the on-shell quark mass at order
- The Physics of Hadronic Tau Decays
- Short Distance Mass of a Heavy Quark at Order α_s^3
- alpha_s and the tau hadronic width: fixed-order, contour-improved and higher-order perturbation theory
- The Determination of alpha_s from Tau Decays Revisited
- Charm and Bottom Quark Masses from Perturbative QCD
- Four-loop moments of the heavy quark vacuum polarization function in perturbative QCD
- The Threshold t-tbar Cross Section at NNLL Order
- The second physical moment of the heavy quark vector correlator at O(alpha_s^3)
- The running fine structure constant alpha(E) via the Adler function
- Is it possible to check urgently the 5-loop analytical results for the -annihilation Adler function ?
Cited by in corpus (25)
- Scale Setting Using the Extended Renormalization Group and the Principle of Maximum Conformality: the QCD Coupling Constant at Four Loops
- The Renormalization Scale-Setting Problem in QCD
- Renormalization Group Invariance and Optimal QCD Renormalization Scale-Setting
- Thermal dilepton rates and electrical conductivity of the QGP from the lattice
- Towards flavour diffusion coefficient and electrical conductivity without ultraviolet contamination
- Leptonic contributions to the effective electromagnetic coupling at four-loop order in QED
- QCD sum rule determination of the charm-quark mass
- Bottom-quark mass from finite energy QCD sum rules
- Analytic Reconstruction of heavy-quark two-point functions at O(α_s^3)
- Hadronic contribution to the muon g-2: a theoretical determination
- NLO Effects for Doubly Heavy Baryon in QCD Sum Rules
- Charm-quark mass from weighted finite energy QCD sum rules
- Spectral and transport properties from lattice QCD
- Hadronic vacuum polarization using gradient flow
- Quark masses in QCD: a progress report
- Explicit form of the R-ratio of electron-positron annihilation into hadrons
- General Properties on Applying the Principle of Minimum Sensitivity to High-order Perturbative QCD Predictions
- Analytical determination of the QCD quark masses
- Hadronic contribution to the QED running coupling
- Lattice calculation of coordinate-space vector and axial-vector current correlators in QCD
- Recurrent form of the renormalization group relations for the higher-order hadronic vacuum polarization function perturbative expansion coefficients
- Theoretical determination of the hadronic (g-2) of the muon
- Precise Determinations of the Charm and Bottom Quark Masses
- Low-energy moments of non-diagonal quark current correlators at four loops
- Spectral sum of current correlators from lattice QCD