The technique of conformal mappings is applied to enlarge the convergence of the Borel series and to accelerate the convergence of Borel-summed Green functions in perturbative QCD. We use the optimal mapping, which takes into account the location of all the singularities of the Borel transform as well as the present knowledge about its behaviour near the first branch points. The determination of \alpha_{s}(m_{\tau}) from the hadronic decay rate of th
We present and explore a new formulation of perturbative QCD based not on the renormalised coupling ...
We study the convergence properties of the polarized Bjorken sum rule amplitude with the four-loop e...
We study the convergence properties of the polarized Bjorken sum rule amplitude with the four-loop e...
The conformal mapping of the Borel plane can be utilized for the analytic continuation of the Borel ...
We discuss the method of conformal mappings applied to perturbative QCD. The approach is based on th...
We examine the large-order behavior of a recently proposed renormalization-group-improved expansion ...
This review is focused on the borderline region of theoretical physics and mathematics. First, we de...
This review is focused on the borderline region of theoretical physics and mathematics. First, we de...
Starting from the divergence pattern of perturbative quantum chromodynamics, we propose a novel, non...
This review is focused on the borderline region of theoretical physics and mathematics. First, we de...
2noWe study the conformal window of QCD using perturbation theory, starting from the perturbative up...
none5This review is focused on the borderline region of theoretical physics and mathematics. First, ...
The bilocal expansion of Borel transform provides an efficient way of Borel resummation with low ord...
A modified Borel transform of the Adler function is used to resum the hadronic tau decay width ratio...
We prove that Padé approximants yield increasingly accurate predictions of higher-order coefficients...
We present and explore a new formulation of perturbative QCD based not on the renormalised coupling ...
We study the convergence properties of the polarized Bjorken sum rule amplitude with the four-loop e...
We study the convergence properties of the polarized Bjorken sum rule amplitude with the four-loop e...
The conformal mapping of the Borel plane can be utilized for the analytic continuation of the Borel ...
We discuss the method of conformal mappings applied to perturbative QCD. The approach is based on th...
We examine the large-order behavior of a recently proposed renormalization-group-improved expansion ...
This review is focused on the borderline region of theoretical physics and mathematics. First, we de...
This review is focused on the borderline region of theoretical physics and mathematics. First, we de...
Starting from the divergence pattern of perturbative quantum chromodynamics, we propose a novel, non...
This review is focused on the borderline region of theoretical physics and mathematics. First, we de...
2noWe study the conformal window of QCD using perturbation theory, starting from the perturbative up...
none5This review is focused on the borderline region of theoretical physics and mathematics. First, ...
The bilocal expansion of Borel transform provides an efficient way of Borel resummation with low ord...
A modified Borel transform of the Adler function is used to resum the hadronic tau decay width ratio...
We prove that Padé approximants yield increasingly accurate predictions of higher-order coefficients...
We present and explore a new formulation of perturbative QCD based not on the renormalised coupling ...
We study the convergence properties of the polarized Bjorken sum rule amplitude with the four-loop e...
We study the convergence properties of the polarized Bjorken sum rule amplitude with the four-loop e...