Recent analytical and numerical results for the three-loop polarization function allow to present a phenomenological analysis of the cross section for massive quark production in electron positron annihilation to order $\alpha_s^2$. Numerical predictions based on fixed order perturbation theory are presented for charm and bottom production above 5 and 11.5 GeV, respectively. The contribution from these energy regions to $\alpha(M_Z^2)$, the running QED coupling constant at scale M_Z, are given. The dominant terms close to threshold, i.e. in an expansion for small quark velocity $\beta$, are presented
We calculate the O(alpha_s^3 ln(alpha_s)) contributions to the heavy-quarkonium production and annih...
We calculate the O(#alpha#_s"3ln #alpha#_s) contributions to the heavy-quarkonium production an...
Recent progress in the calculation of multi-loop, multi-scale diagrams is reviewed. Expansion techni...
Recent analytical and numerical results for the three-loop polarization function allow to present a ...
Recent analytical and numerical results for the three-loop polarization function allow to present a ...
Recent analytical and numerical results for the three-loop polarization function allow to present a ...
Recent analytical and numerical results for the three-loop polarization function allow to present a ...
The three-loop vacuum polarization function \Pi(q^2) induced by a massive quark is calculated. A com...
The real and imaginary part of the vacuum polarisation function \Pi(q^2) induced by a massive quark ...
We determine the full mass and $q^2$ dependence of the heavy quark vacuum polarization function $\Pi...
The vacuum polarization due to a virtual heavy quark pair and specifically the coefficients of its T...
We present the calculation of the order α<SUB>s</SUB><SUP>2</SUP> contributions to the cross section...
Standard Model high-precision computations of observables relatedto heavy quark physics are very imp...
In this article we evaluate mass corrections up to $O((m^2/q^2)^6)$ to the three-loop polarization f...
We provide a nonperturbative expression for the hadron production in electron-positron annihilation ...
We calculate the O(alpha_s^3 ln(alpha_s)) contributions to the heavy-quarkonium production and annih...
We calculate the O(#alpha#_s"3ln #alpha#_s) contributions to the heavy-quarkonium production an...
Recent progress in the calculation of multi-loop, multi-scale diagrams is reviewed. Expansion techni...
Recent analytical and numerical results for the three-loop polarization function allow to present a ...
Recent analytical and numerical results for the three-loop polarization function allow to present a ...
Recent analytical and numerical results for the three-loop polarization function allow to present a ...
Recent analytical and numerical results for the three-loop polarization function allow to present a ...
The three-loop vacuum polarization function \Pi(q^2) induced by a massive quark is calculated. A com...
The real and imaginary part of the vacuum polarisation function \Pi(q^2) induced by a massive quark ...
We determine the full mass and $q^2$ dependence of the heavy quark vacuum polarization function $\Pi...
The vacuum polarization due to a virtual heavy quark pair and specifically the coefficients of its T...
We present the calculation of the order α<SUB>s</SUB><SUP>2</SUP> contributions to the cross section...
Standard Model high-precision computations of observables relatedto heavy quark physics are very imp...
In this article we evaluate mass corrections up to $O((m^2/q^2)^6)$ to the three-loop polarization f...
We provide a nonperturbative expression for the hadron production in electron-positron annihilation ...
We calculate the O(alpha_s^3 ln(alpha_s)) contributions to the heavy-quarkonium production and annih...
We calculate the O(#alpha#_s"3ln #alpha#_s) contributions to the heavy-quarkonium production an...
Recent progress in the calculation of multi-loop, multi-scale diagrams is reviewed. Expansion techni...