Add to ORKGThe construction of Mellin-Barnes (MB) representations for non-planar Feynman diagrams and the summation of multiple series derived from general MB representations are discussed. A basic version of a new package AMBREv.3.0 is supplemented. The ultimate goal of this project is the automatic evaluation of MB representations for multiloop scalar and tensor Feynman integrals through infinite sums, preferably with analytic solutions. We shortly describe a strategy of further algebraic summation
Nested sums containing binomial coefficients occur in the computation of massive operator matrix ele...
AbstractWe argue that the Mellin–Barnes representations of Feynman diagrams can be used for obtainin...
For the investigation of higher order Feynman integrals, potentially with tensor structure, it is hi...
The construction of Mellin-Barnes (MB) representations for non-planar Feynman diagrams and the summa...
The construction of Mellin-Barnes (MB) representations for non-planar Feynman diagrams and the summa...
We introduce the Mellin-Barnes representation of general Feynman integrals and discuss their evaluat...
The status of analytical evaluation of double and triple box diagrams is characterized. The method o...
The Mathematica toolkit AMBRE derives Mellin-Barnes (MB) representations for Feynman integrals in d ...
The Mellin-Barnes (MB) representation of integrals is a powerful tool in asymptotic anal-ysis. We sh...
Feynman integrals may be represented by the Mathematica packages AMBRE and MB as multiple Mellin-Bar...
International audienceMellin-Barnes (MB) integrals are well-known objects appearing in many branches...
During the last several years, remarkable progress has been made in numerical calculations of dimens...
International audienceWe present a novel technique for the analytic evaluation of multifold Mellin-B...
Feynman diagrams may be evaluated by Mellin-Barnes representations of their Feynman parameter integr...
A number of irreducible master integrals for L-loop sunrise-type and bubble Feynman diagrams with ge...
Nested sums containing binomial coefficients occur in the computation of massive operator matrix ele...
AbstractWe argue that the Mellin–Barnes representations of Feynman diagrams can be used for obtainin...
For the investigation of higher order Feynman integrals, potentially with tensor structure, it is hi...
The construction of Mellin-Barnes (MB) representations for non-planar Feynman diagrams and the summa...
The construction of Mellin-Barnes (MB) representations for non-planar Feynman diagrams and the summa...
We introduce the Mellin-Barnes representation of general Feynman integrals and discuss their evaluat...
The status of analytical evaluation of double and triple box diagrams is characterized. The method o...
The Mathematica toolkit AMBRE derives Mellin-Barnes (MB) representations for Feynman integrals in d ...
The Mellin-Barnes (MB) representation of integrals is a powerful tool in asymptotic anal-ysis. We sh...
Feynman integrals may be represented by the Mathematica packages AMBRE and MB as multiple Mellin-Bar...
International audienceMellin-Barnes (MB) integrals are well-known objects appearing in many branches...
During the last several years, remarkable progress has been made in numerical calculations of dimens...
International audienceWe present a novel technique for the analytic evaluation of multifold Mellin-B...
Feynman diagrams may be evaluated by Mellin-Barnes representations of their Feynman parameter integr...
A number of irreducible master integrals for L-loop sunrise-type and bubble Feynman diagrams with ge...
Nested sums containing binomial coefficients occur in the computation of massive operator matrix ele...
AbstractWe argue that the Mellin–Barnes representations of Feynman diagrams can be used for obtainin...
For the investigation of higher order Feynman integrals, potentially with tensor structure, it is hi...