Loop induced gg->llqq
Hi Olivier,
Sorry to bother you again.
This time my problem is related with gg->h->ZZ->llqq process, to study the interference effects:
1). signal (loop induced): gg->h->ZZ->llqq
2). background (tree only): gg->llqq
3). background (loop induced) gg->llqq
(you might take a look at http://
Ideally I want to generate events with all the 3 processes together, to include the interference effects.
The paper also mentioned that they used MadGraph for the interference study for llqq, so I assume MadGraph
is fully able to do this.
My problem is that, I can only generate events successfully with process 1) alone and 2) alone. Both process 3) and 1)+2)+3)
failed for me (actually I mean the diagrams produced by MadGraph are not correct).
Here is what I did:
import model loop_qcd_qed_sm
define j = u c d s u~ c~ d~ s~
generate p p > e+ e- j j [QCD]
By doing this, I assume it would generate all the 3 processes. But then I saw the log information:
INFO: Generating FKS-subtracted matrix elements for born process: g g > e+ e- u u~ [ all = QCD ] (1 / 4)
INFO: Generating FKS-subtracted matrix elements for born process: g g > e+ e- c c~ [ all = QCD ] (2 / 4)
INFO: Generating FKS-subtracted matrix elements for born process: g g > e+ e- d d~ [ all = QCD ] (3 / 4)
INFO: Generating FKS-subtracted matrix elements for born process: g g > e+ e- s s~ [ all = QCD ] (4 / 4)
INFO: Generating virtual matrix elements using MadLoop:
INFO: Generating virtual matrix element with MadLoop for process: g g > e+ e- u u~ QED=2 QCD=2 [ all = QCD ] (1 / 4)
INFO: Generating virtual matrix elements using MadLoop:
INFO: Generating virtual matrix element with MadLoop for process: g g > e+ e- c c~ QED=2 QCD=2 [ all = QCD ] (2 / 4)
INFO: Generating virtual matrix elements using MadLoop:
INFO: Generating virtual matrix element with MadLoop for process: g g > e+ e- d d~ QED=2 QCD=2 [ all = QCD ] (3 / 4)
INFO: Generating virtual matrix elements using MadLoop:
INFO: Generating virtual matrix element with MadLoop for process: g g > e+ e- s s~ QED=2 QCD=2 [ all = QCD ] (4 / 4)
INFO: Generated 4 subprocesses with 5008 real emission diagrams, 64 born diagrams and 1272 virtual diagrams
So as you see, only born processes are generated, and none of these 5008 diagrams are what I want. Though I require gg
initial states, most of the diagrams are qg.
I also tried "generate p p > e+ e- j j [noborn=QCD]", but got the same thing.
I already did a similar study but with 4l final states, and everything works fine for me.
Could you tell me how I should do to generate the correct diagrams?
Thanks,
Lailin
Question information
- Language:
- English Edit question
- Status:
- Solved
- Assignee:
- Eleni Vryonidou Edit question
- Solved by:
- Lailin Xu
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