Matt von Hippel

collaborators

4 papers

hep-th2019

The Cosmic Galois Group and Extended Steinmann Relations for Planar $N = 4$ SYM Amplitudes

Simon Caron-Huot, Lance J. Dixon, Falko Dulat +3

We describe the minimal space of polylogarithmic functions that is required to express the six-particle amplitude in planar $N = 4$ super-Yang-Mills theory through six and sev…

hep-th2019

Six-Gluon Amplitudes in Planar $N = 4$ Super-Yang-Mills Theory at Six and Seven Loops

Simon Caron-Huot, Lance J. Dixon, Falko Dulat +3

We compute the six-particle maximally-helicity-violating (MHV) and next-to-MHV (NMHV) amplitudes in planar maximally supersymmetric Yang-Mills theory through seven loops and six lo…

hep-th2018

The Double Pentaladder Integral to All Orders

Simon Caron-Huot, Lance J. Dixon, Matt von Hippel +2

We compute dual-conformally invariant ladder integrals that are capped off by pentagons at each end of the ladder. Such integrals appear in six-point amplitudes in planar N=4 super…

hep-th2018

Traintracks Through Calabi-Yaus: Amplitudes Beyond Elliptic Polylogarithms

Jacob L. Bourjaily, Yang-Hui He, Andrew J. McLeod +2

We describe a family of finite, four-dimensional, $L$ -loop Feynman integrals that involve weight- $(L + 1)$ hyperlogarithms integrated over $(L - 1)$ -dimensional elliptically fibered va…

The Cosmic Galois Group and Extended Steinmann Relations for Planar N=4 SYM Amplitudes

Six-Gluon Amplitudes in Planar N=4 Super-Yang-Mills Theory at Six and Seven Loops

The Double Pentaladder Integral to All Orders

Traintracks Through Calabi-Yaus: Amplitudes Beyond Elliptic Polylogarithms

The Cosmic Galois Group and Extended Steinmann Relations for Planar $N = 4$ SYM Amplitudes

Six-Gluon Amplitudes in Planar $N = 4$ Super-Yang-Mills Theory at Six and Seven Loops