Analytic expressions for the planar master integrals in two-loop NLO EW light-fermion contributions to gg → ZH are derived via canonical differential equations and expressed using Goncharov polylogarithms or one-fold integrals over them.
Magnus, Commun
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The work shows that moderate violation of the short-pulse limit in δ-kicked rotor atom interferometers improves sensitivity, with simple analytical relations predicting optimal pulse duration.
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Planar master integrals for two-loop NLO electroweak light-fermion contributions to $g g \rightarrow Z H$
Analytic expressions for the planar master integrals in two-loop NLO EW light-fermion contributions to gg → ZH are derived via canonical differential equations and expressed using Goncharov polylogarithms or one-fold integrals over them.
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Atom interferometry using $\delta$-kicked and finite duration pulse-sequences
The work shows that moderate violation of the short-pulse limit in δ-kicked rotor atom interferometers improves sensitivity, with simple analytical relations predicting optimal pulse duration.