General prescriptions for evaluation of coefficients at arbitrary powers and logarithms in the asymptotic expansion of Feynman diagrams in the Sudakov limit are discussed and illustrated by two-loop examples. Peculiarities connected with evaluation of individual terms of the expansion, in particular, the introduction of auxiliary analytic regularization, are characterized
We give an algorithm for obtaining expansions of massive two-loop Feynman graphs in powers of the ex...
Fleischer J. CALCULATION OF 2-LOOP VERTEX FUNCTIONS FROM THEIR SMALL MOMENTUM EXPANSION. In: Intern...
The leading power asymptotic behaviour of the dimensionally regularized massless on-shell planar tri...
Recently presented explicit formulae for asymptotic expansions of Feynman diagrams in the Sudakov li...
The strategy of regions [1] turns out to be a universal method for expanding Feynman integrals in va...
Different viewpoints on the asymptotic expansion of Feynman diagrams are reviewed. The relations bet...
We present general prescriptions for the asymptotic expansion of massive multi-loop Feynman integral...
We discuss the program EXP used to automate the successive application of asymptotic expansions to F...
For any near-threshold asymptotic regime and for any Feynman diagram (involving loop and/or phase sp...
An algorithm to construct analytic approximations to two-loop diagrams describing their behaviour at...
A recently proposed scheme for numerical evaluation of Feynman diagrams is extended to cover all two...
We apply the strategy of regions within dimensional regularization to find functions involved in evo...
A recently proposed scheme for numerical evaluation of Feynman diagrams is extended to cover all two...
Talk given at the $12^{th}$ High-Energy Physics International Conference on Quantum Chromodynamics, ...
References added. This is the version published in Physics Letters B.It is shown that the integral r...
We give an algorithm for obtaining expansions of massive two-loop Feynman graphs in powers of the ex...
Fleischer J. CALCULATION OF 2-LOOP VERTEX FUNCTIONS FROM THEIR SMALL MOMENTUM EXPANSION. In: Intern...
The leading power asymptotic behaviour of the dimensionally regularized massless on-shell planar tri...
Recently presented explicit formulae for asymptotic expansions of Feynman diagrams in the Sudakov li...
The strategy of regions [1] turns out to be a universal method for expanding Feynman integrals in va...
Different viewpoints on the asymptotic expansion of Feynman diagrams are reviewed. The relations bet...
We present general prescriptions for the asymptotic expansion of massive multi-loop Feynman integral...
We discuss the program EXP used to automate the successive application of asymptotic expansions to F...
For any near-threshold asymptotic regime and for any Feynman diagram (involving loop and/or phase sp...
An algorithm to construct analytic approximations to two-loop diagrams describing their behaviour at...
A recently proposed scheme for numerical evaluation of Feynman diagrams is extended to cover all two...
We apply the strategy of regions within dimensional regularization to find functions involved in evo...
A recently proposed scheme for numerical evaluation of Feynman diagrams is extended to cover all two...
Talk given at the $12^{th}$ High-Energy Physics International Conference on Quantum Chromodynamics, ...
References added. This is the version published in Physics Letters B.It is shown that the integral r...
We give an algorithm for obtaining expansions of massive two-loop Feynman graphs in powers of the ex...
Fleischer J. CALCULATION OF 2-LOOP VERTEX FUNCTIONS FROM THEIR SMALL MOMENTUM EXPANSION. In: Intern...
The leading power asymptotic behaviour of the dimensionally regularized massless on-shell planar tri...