Name: Vladyslav Shtabovenko Date: 05/18/17-03:01:06 PM Z
Hi,
many thanks for the example. It should be now fixed. Please reinstall
FeynCalc 9.2
Cheers,
Vladyslav
Am 15.05.2017 um 20:59 schrieb Philipp Schicho:> Below is the code of
the notepad I used and that reproduces the error for me. It all depends
on which ToTFI is executed first. Otherwise I clear it and reload it
every time to avoid the error.
>
> Cheers,
> Philipp
>
> ——-
>
>
> If[ $FrontEnd === Null,
> $FeynCalcStartupMessages = False;
> Print[“Computation of the self-energy diagrams in pure Yang
Mills using
> background field formalism at one loop.”];
> ];
> If[$Notebooks === False, $FeynCalcStartupMessages =
False];
> $LoadFeynArts = True;
> $LoadTARCER = True;
> «FeynCalc`
> $FAVerbose = 0;
> FAPatch[PatchModelsOnly -> True];
> $RankLimit (*{4,7}*)
>
>
>
>
>
> (*Depending on which of the following ToTFI expressions is executed
first the \
> Private` error arises. By clearing ToTFI and reloading it the error
can be \
> circumvented.*)
>
> (*ClearAll[ToTFI];*)
>
> ClearAll[“Global`ToTFI`Private`*”] ; << ToTFI`;
> ToTFI[(32 CA^3 mE^2
FeynAmpDenominator[PropagatorDenominator[Momentum[p1,
D]],
> PropagatorDenominator[Momentum[p2, D], mE],
> PropagatorDenominator[-Momentum[p1, D] +
Momentum[p2, D], mE],
> PropagatorDenominator[-Momentum[p1, D] +
Momentum[p2, D], mE],
> PropagatorDenominator[-Momentum[p1, D] +
Momentum[p2, D], mE]] Pair[
> Momentum[p1, D], Momentum[q, D]]
Pair[Momentum[p2, D],
> Momentum[q,
> D]] (-Pair[LorentzIndex[Lor1, D],
Momentum[q, D]] Pair[
> LorentzIndex[Lor2, D], Momentum[q, D]] +
> Pair[LorentzIndex[Lor1, D], LorentzIndex[Lor2,
D]] Pair[Momentum[q, D],
> Momentum[q, D]]) SMP[“g_s”]^6
Subscript[zeta, 1] SUNDelta[SUNIndex[a],
> SUNIndex[b]])/((-1 + D) Pair[Momentum[q, D],
Momentum[q, D]]), {p1,
> p2}, {q}]
>
> (32 mE^2 Subscript[zeta, 1] Subsuperscript[C, A, 3]
Subsuperscript[g, s, 6] \[Delta]^(ab) (q^2
g^(Lor1Lor2)-q^Lor1 q^Lor2) Subsuperscript[F,
{1,0}{1,mE}{0,0}{0,0}{3,mE}, (D) 00110])/((D-1) q^2)
>
> (*ClearAll[“Global`ToTFI`Private`*”]; <<
ToTFI`;*)
> ToTFI[-(1/
> D) 8 CA^3
FeynAmpDenominator[PropagatorDenominator[Momentum[p2,
D], mE],
> PropagatorDenominator[Momentum[p2, D], mE]]
Pair[LorentzIndex[Lor1, D],
> LorentzIndex[Lor2, D]] SMP[“g_s”]^6
Subscript[zeta, 1] SUNDelta[
> SUNIndex[a], SUNIndex[b]], p1, p2, q]
>
> -1/D 8 Subscript[zeta, 1] Subsuperscript[C, A, 3]
Subsuperscript[g, s, 6] \[Delta]^(ab) g^(Lor1Lor2)
Global`ToTFI`Private`dq1^Global`ToTFI`Private`a1.Global`ToTFI`Private`dq2^Global`ToTFI`Private`a2.Global`ToTFI`Private`pq1^Global`ToTFI`Private`s3.Global`ToTFI`Private`pq2^Global`ToTFI`Private`s4.Global`ToTFI`Private`q1q1^Global`ToTFI`Private`s1.Global`ToTFI`Private`q1q2^Global`ToTFI`Private`s5.Global`ToTFI`Private`q2q2^Global`ToTFI`Private`s2.Global`ToTFI`Private`c1(Global`ToTFI`Private`FakeMass)^(Global`ToTFI`Private`n1+1).Global`ToTFI`Private`c2(mE)^(Global`ToTFI`Private`n2+2).Global`ToTFI`Private`c2(Global`ToTFI`Private`mM)^(Global`ToTFI`Private`n2+1).Global`ToTFI`Private`c3(Global`ToTFI`Private`FakeMass)^(Global`ToTFI`Private`n3+1).Global`ToTFI`Private`c4(Global`ToTFI`Private`FakeMass)^(Global`ToTFI`Private`n4+1).Global`ToTFI`Private`c5(Global`ToTFI`Private`FakeMass)^(Global`ToTFI`Private`n5+1)
>