Goldstone boson equivalence theorem
Hello,
I was running madgraph to check the Goldstone boson equivalence theorem (GBET) using the "sm-full" model file.
From my understanding of GBET assures that cross section for goldstone boson production should be equal to cross section for longitudinal gauge boson up to the (mass/energy).
I found that for many cases, this does not work in madgraph.
For example, using "sm-full",
I calculated cross section for
c c~ > g0 g0
c c~ > z{0} z{0}
which gave me different result for both 13 TeV proton proton collision and 13 TeV No PDF.
I am not sure where I missed. I ran for many different processes with different final and initial state.
I found it works for mu mu > g0g0 and mu mu > z{0} z{0}, but somehow for quarks it does not work in many cases.
Thanks!
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