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I am using FeynCalc 9.3.1 (stable version). From DiracSimplify[Spinor[Momentum[ps], ms].Spinor[Momentum[ps], ms]] I get ms, no spinor anymore. Why do the spinors disappear? Thanks, Federico. |
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I did not formulate my question well. Sorry for this.
I am doing an operator matching in the collinear regions.
My idea was to keep all the spinor structures for 4 and 6 fermions. But at
some point I noticed I had no spinors in my amplitudes (panic!). This was
because as you correctly noticed Feyncalc automatically evaluates the Dirac
structure of tescalar densities, ub(p).ub(p) as 2m. This is only done for
scalar dentisities.
Unfortunately in the matching I don't need to directly evaluate amplitudes
because quarks are not free. I need only to collect all the billinears and
then I will calculate the corresponding matrix elements using form factors.
Technically, to keep the spinor structures up to then makes the calculation
symmetric with respect to all the other fermion bilinears. and it is usell
to build the operator basis in a large calcualtion.
One more thing, I used DiracSimplify to apply the equation of motion after
divergences in the loop are cancelled out. Then, DiracSimply apply the
equation of motion reducing my operator basis. But at this point it also
evaluates the scalar density and spinor disappears which is complictaed to
classify the operator basis. Is there a Flag in DiracSimply to stop it?
thanks very much and sorry for the confusion. Federico.
…On Mon, 7 Sep 2020 at 10:27, Vladyslav Shtabovenko ***@***.***> wrote:
Perhaps I misunderstood the question. Was it about whether the spinors can
be kept despite being equal to 2m?
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Answer selected by
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Thanks very much. Federico
…On Sat, 12 Sep 2020, 23:47 Vladyslav Shtabovenko, ***@***.***> wrote:
Ok, all done. The new option SpinorChainEvaluate -> False in the dev
version should do the trick
DiracSimplify[
x SpinorUBarD[p].GAD[mu].SpinorUD[p] + y SpinorUBarD[p].SpinorUD[p],
SpinorChainEvaluate -> False, FCE -> True]
TID[(x SpinorUBarD[p].GAD[nu].SpinorUD[p] +
y SpinorUBarD[p].SpinorUD[p]) FVD[l, mu] FAD[l, l - p], l,
SpinorChainEvaluate -> False, FCE -> True]
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