We present a method to evaluate numerically Feynman diagrams directly from their Feynman parameters representation. We first disentangle overlapping singularities using sector decomposition. Threshold singularities are treated with an appropriate contour deformation. We have validated our technique comparing with recent analytic results for the gg->h two-loop amplitudes with heavy quarks and scalar quarks.We present a method to evaluate numerically Feynman diagrams directly from their Feynman parameters representation. We first disentangle overlapping singularities using sector decomposition. Threshold singularities are treated with an appropriate contour deformation. We have validated our technique comparing with recent analytic results fo...
Fleischer J, Smirnov VA, Frink A, et al. Calculation of infrared-divergent Feynman diagrams with zer...
Feynman loop integrals are a key ingredient for the calculation of higher order radiation effects, a...
We apply the recently proposed amplitude reduction at the integrand level method, to the computation...
We present a method to evaluate numerically Feynman diagrams directly from their Feynman parameters ...
A scheme for systematically achieving accurate numerical evaluation of multi-loop Feynman diagrams i...
A recently proposed scheme for numerical evaluation of Feynman diagrams is extended to cover all two...
A recently proposed scheme for numerical evaluation of Feynman diagrams is extended to cover all two...
In the calculation of cross sections for infrared-safe observables in high energy collisions at next...
For a full understanding of QCD and a precise comparison of the theory with experiment, QCD observab...
We describe a general analytic-numerical reduction scheme for evaluating any 2-loop diagrams with ge...
In this thesis we present modern techniques needed for the evaluation of one and multi loop amplitud...
In a recent paper we have presented an automated subtraction method for divergent multi-loop/leg int...
We present the analytic expressions for the two-loop form factors for the production or decay of pse...
The study of scattering amplitudes beyond one loop is necessary for precision phenomenology for the ...
In this talk we present techniques for calculating one-loop amplitudes for multi-leg processes using...
Fleischer J, Smirnov VA, Frink A, et al. Calculation of infrared-divergent Feynman diagrams with zer...
Feynman loop integrals are a key ingredient for the calculation of higher order radiation effects, a...
We apply the recently proposed amplitude reduction at the integrand level method, to the computation...
We present a method to evaluate numerically Feynman diagrams directly from their Feynman parameters ...
A scheme for systematically achieving accurate numerical evaluation of multi-loop Feynman diagrams i...
A recently proposed scheme for numerical evaluation of Feynman diagrams is extended to cover all two...
A recently proposed scheme for numerical evaluation of Feynman diagrams is extended to cover all two...
In the calculation of cross sections for infrared-safe observables in high energy collisions at next...
For a full understanding of QCD and a precise comparison of the theory with experiment, QCD observab...
We describe a general analytic-numerical reduction scheme for evaluating any 2-loop diagrams with ge...
In this thesis we present modern techniques needed for the evaluation of one and multi loop amplitud...
In a recent paper we have presented an automated subtraction method for divergent multi-loop/leg int...
We present the analytic expressions for the two-loop form factors for the production or decay of pse...
The study of scattering amplitudes beyond one loop is necessary for precision phenomenology for the ...
In this talk we present techniques for calculating one-loop amplitudes for multi-leg processes using...
Fleischer J, Smirnov VA, Frink A, et al. Calculation of infrared-divergent Feynman diagrams with zer...
Feynman loop integrals are a key ingredient for the calculation of higher order radiation effects, a...
We apply the recently proposed amplitude reduction at the integrand level method, to the computation...