cross section did not converge, accuracy value is very large
Hi,
I am running the process:
muta="mu+
In two Higgs doublet model.
It has :
| Phase space: 131 channels, 8 dimensions
| Phase space: found 131 channels, collected in 23 groves.
| Phase space: Using 177 equivalences between channels.
| Phase space: wood
| Phase space: 92 channels, 8 dimensions
| Phase space: found 92 channels, collected in 20 groves.
| Phase space: Using 126 equivalences between channels.
| Phase space: wood
have more than 1E3 Feynman diagrams.
In Madraph, It has nearly 900 idles.
In the sin file, I set:
relative_
integrate(
But the result is very unstable:
It Calls Integral[fb] Error[fb] Err[%] Acc Eff[%] Chi2 N[It] |
|======
| VAMP: parameter mismatch, discarding grid file 'muta.m1.vg'
1 599980 2.9320010E-01 1.87E-01 63.94 495.27* 0.03
2 599931 2.9027050E-01 8.86E-02 30.52 236.39* 0.01
3 599874 8.1004884E-01 1.51E-01 18.67 144.57* 0.00
4 599812 8.9429061E+00 3.89E+00 43.48 336.76 0.00
5 599735 1.6249514E+00 2.62E-01 16.11 124.76* 0.01
6 599653 3.2453291E+03 3.19E+03 98.24 760.78 0.01
7 599562 2.3655718E+02 1.71E+02 72.33 560.04* NaN
|------
20 11983843 4.3619276E-07 3.33E-07 76.34 2642.69 NaN 6.02 20
|------
|------
25 999810 3.3988070E-06 3.23E-06 94.97 949.61 NaN 1.87 5
|======
We can see the accuracy and error value is large. Which is very worse. Also, the rejection possibility is very low.
I expect the cross section is E-01, as in some running, the accuracy is good.
How to make the accuracy and errors behave well?
How to get a reasonable cross section?
Thank you!
Si
Question information
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- For:
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- Assignee:
- Juergen Reuter Edit question
- Solved by:
- Juergen Reuter
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This question was reopened
- by Si Wang