Pages that link to "Item:Q359153"
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The following pages link to The one-loop pentagon to higher orders in \(\varepsilon \) (Q359153):
Displaying 14 items.
- NumExp: numerical epsilon expansion of hypergeometric functions (Q310311) (← links)
- The one-loop one-mass hexagon integral in \(D = 6\) dimensions (Q467278) (← links)
- One-loop pentagon integral in \(d\) dimensions from differential equations in \(\epsilon\)-form (Q1638228) (← links)
- Hopf algebras, coproducts and symbols: an application to Higgs boson amplitudes (Q1795850) (← links)
- From polygons and symbols to polylogarithmic functions (Q1796034) (← links)
- Three-mass triangle integrals and single-valued polylogarithms (Q1796136) (← links)
- The two-loop hexagon Wilson loop in \(\mathcal{N}=4\) SYM (Q2451954) (← links)
- One-loop central-emission vertex for two gluons in \(\mathcal{N} = 4\) super Yang-Mills theory (Q2678197) (← links)
- Hypergeometric Functions and Feynman Diagrams (Q5022177) (← links)
- Derivatives of the Pochhammer and reciprocal Pochhammer symbols and their use in epsilon-expansions of Appell and Kampé de Fériet functions (Q5171336) (← links)
- On the evaluation of the Appell \(F_2\) double hypergeometric function (Q6100779) (← links)
- One-loop Lipatov vertex in QCD with higher \(\epsilon\)-accuracy (Q6105698) (← links)
- \texttt{Olsson.wl \& ROC2.wl}: mathematica packages for transformations of multivariable hypergeometric functions \& regions of convergence for their series representations in the two variables case (Q6543783) (← links)
- Analytic continuations and numerical evaluation of the Appell \(F_1\), \(F_3\), Lauricella \(F_D^{(3)}\) and Lauricella-Saran \(F_S^{(3)}\) and their application to Feynman integrals (Q6641988) (← links)
