activity
20152018
most citedThe two-loop sunrise integral around four space-time dimensions and generalisations of the Clausen and Glaisher functions towards the elliptic case

16 citations · 23 across the 3 of their papers we have counts for

collaborators

8 papers

hep-ph2018

From elliptic curves to Feynman integrals

Luise Adams, Ekta Chaubey, Stefan Weinzierl

In this talk we discuss Feynman integrals which are related to elliptic curves. We show with the help of an explicit example that in the set of master integrals more than one ellip…

hep-ph2018

On a class of Feynman integrals evaluating to iterated integrals of modular forms

Luise Adams, Stefan Weinzierl

In this talk we discuss a class of Feynman integrals, which can be expressed to all orders in the dimensional regularisation parameter as iterated integrals of modular forms. We re…

hep-ph2018

Analytic results for the planar double box integral relevant to top-pair production with a closed top loop

Luise Adams, Ekta Chaubey, Stefan Weinzierl

In this article we give the details on the analytic calculation of the master integrals for the planar double box integral relevant to top-pair production with a closed top loop. W…

hep-ph2018

The -form of the differential equations for Feynman integrals in the elliptic case

Luise Adams, Stefan Weinzierl

Feynman integrals are easily solved if their system of differential equations is in -form. In this letter we show by the explicit example of the kite integral family t…

hep-ph2018

The planar double box integral for top pair production with a closed top loop to all orders in the dimensional regularisation parameter

Luise Adams, Ekta Chaubey, Stefan Weinzierl

We compute systematically for the planar double box Feynman integral relevant to top pair production with a closed top loop the Laurent expansion in the dimensional regularisation…

hep-ph20171 cited

Differential equations for Feynman integrals beyond multiple polylogarithms

Luise Adams, Christian Bogner, Ekta Chaubey +2

Differential equations are a powerful tool to tackle Feynman integrals. In this talk we discuss recent progress, where the method of differential equations has been applied to Feyn…