Table of Contents

NLO EW technical comparisons

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Working plan:

1) Summary of codes for EW automation

 Contributions from GOSAM, MadGraph5_aMC@NLO, OPENLOOPS, Recola, ...

2) Technical comparison of EW NLO cross sections

 Processes:  pp -> lljj     arXiv:1411.0916,   table 3 (and optionally table 4)
                                         and some related cumulative histograms
                            contributers (contact persons): 
                              Recola (denner@physik.uni-wuerzburg.de) 
                              OPENLOOPS (lindert@physik.uzh.ch)
                              ...
 
             pp -> lvjj     arXiv:1412.5157    table 3
                            contributers (contact persons): 
                              OPENLOOPS (lindert@physik.uzh.ch), 
                              MadGraph5_aMC@NLO?, 
                              GOSAM (nicolas.greiner@desy.de)
                              ...
             
             pp -> ttH      arXiv:1504.03446   table 3/4  for 13 TeV (or more energies)
                            contributers (contact persons):
                              MadGraph5_aMC@NLO (davide.pagani@uclouvain.be)
                              OPENLOOPS (lindert@physik.uzh.ch) 
                                ...

3) Comparison of Sudakov approximation with EW NLO corrections for distributions

 Processes:  pp -> lljj     arXiv:1411.0916,   table 3 and/or 4
                            contributers (contact persons): 
                            Recola (denner@physik.uni-wuerzburg.de) 
                            Chiesa et al. (mauro.chiesa@pv.infn.it; 
                                           fulvio.piccinini@pv.infn.it) 
                            Sherpa (jennifer.thompson@durham.ac.uk)
                             
             pp -> lvjj     arXiv:1412.5157    table 3
                            contributers (contact persons): 
                            OPENLOOPS (lindert@physik.uzh.ch) 
                            Chiesa et al. (mauro.chiesa@pv.infn.it; 
                                           fulvio.piccinini@pv.infn.it)
                            Sherpa (jennifer.thompson@durham.ac.uk)

4) Calculation of the ratio for sigma(pp -> Z/gamma*+jets)/sigma(pp -> gamma+jets) and comparison to data

    contributors (contact persons): 
      CMS (vitaliano.ciulli@cern.ch)
      OPENLOOPS (lindert@physik.uzh.ch)  
      Chiesa et al. (mauro.chiesa@pv.infn.it;
                     fulvio.piccinini@pv.infn.it)
      Sherpa (jennifer.thompson@durham.ac.uk)

Parameters according to CMS paper arXiv.1505.06250, now published JHEP 10 (2015) 128

NEW! Link to the Rivet analysis file and plots (last updated 01-03-2016):cms_2015_i1372730_v2.tar

Selection cuts for the ratio plots:

A Rivet analysis is being prepared to provide direct comparison with data at full particle level

Plots for the ratio:

in the following kinematic ranges:

Points open for discussion/inputs:

Comparison of LO + approx EWK (M. Chiesa et al) to CMS Z/gamma ratio:

Input parameters

as defined in the relevant papers:
Parameters etc. lljj lvjj ttH
order of LO contribution all all O(alphas2 alpha) and O(alphas alpha2)
order of NLO corrections O(alpha3 alphas2)O(alpha2 alphas3) and O(alpha3 alphas2) NLO EW O(alphas2 alpha2) and NLO QCD
renormalisation scheme G_mu scheme G_mu scheme alpha(MZ)
complex/real masses complex-mass scheme complex-mass scheme real masses
jet algorithm anti-kT R=0.4 anti-kT R=0.4 -
partons clustered for abs(y) < 5 abs(y) < infinity -
photon/jet separation democratic clustering+ fragmentation fermion-photon recombination and democratic clustering -
MAX(E_gamma/(E_gamma+E_jet) 0.7 0.5 -
PDFs MSTW2008LO PDF NNPDF2.3QED PDF NNPDF2.3QED PDF
factorization scale MZ_pole Hhat_T / 2 (scalar sum of all partonic E_T) H_T / 2
renormalization scale MZ_pole Hhat_T / 2 (scalar sum of all partonic E_T) H_T / 2
partons at LO g,u,c,d,s,b g,u,c,d,s,b,gamma g,u,c,d,s,b,gamma
partons at NLO g,u,c,d,s g,u,c,d,s,b g,u,c,d,s,b,gamma
gamma-induced contributions none only at LO all and none (PDF set to zero)
collider energy[TeV] 13 13 13
alpha_s from PDFs, 0.139395.. from PDF, 0.118 from PDF, 0.118
G_mu 1.1663787e-5 GeV**-2 1.16637e-5 from alpha
alpha calculated from G_mu calculated from G_mu 1/128.93
MZ_onshell 91.1876 GeV 91.1876 GeV 91.188 GeV
GZ_onshell 2.4952 GeV 2.4955 GeV 0 GeV
MZ_pole, GZ_pole calculated - -
MW_onshell 80.385 GeV 80.385 GeV 80.385 GeV
GW_onshell 2.085 GeV 2.0897 GeV 0 GeV
MW_pole, GW_pole calculated - -
complex masses defined from pole masses defined from on-shell masses -
mb 0 GeV 0 GeV 0 GeV
mt 173.2 GeV 173.2 173.3 GeV
Gamma_t 0 GeV 1.339 0 GeV
MH 125 GeV 125 GeV 125 GeV
Gamma_H 0 GeV 4.07 MeV 0 GeV
basic cuts pt_j > 30 GeV pt_j > 30 GeV
abs(y_j) < 4.5 abs(eta_j) < 4.5
pt_l > 20 GeV pt_l > 25 GeV
abs(y_l) < 2.5 abs(eta_l) < 2.5
dR_ll > 0.2 dR_jl > 0.5
dR_jl > 0.5 M_TW > 40 GeV
66 GeV < M_ll < 116 GeV missing_ET > 25 GeV
cumulative histogram 1 pT(j1) > 0.25,0.5,0.75,1 TeV pT(j1) > 0.5, 1 TeV pt(H) and pt(t) and pt(tbar) > 200 GeV
cumulative histogram 2 M_jj > 0.50,1,2,4 TeV missing_ET > 0.5, 1 TeV pt(H) and pt(t) and pt(tbar) > 400 GeV
cumulative histogram 3 pT(l-) > 0.25,0.5,0.75,1 TeV pT(l) > 0.5, 1 TeV pt(H) > 500 GeV
cumulative histogram 4 pT(ll) > 0.25,0.5,0.75,1 TeV abs( y(t) ) > 2.5
cumulative histogram 5 HT > 0.50,1,1.5,2 TeV HT > 0.5,1,2 TeV

Alternative lljj analysis: same as above with M_ll cut replaced by the following VBF cuts: M_jj > 600 GeV; abs(y_j1-y_j2) < 4.5; y_j1 * y_j2 < 0; min(y_j1,y_j2) < y_l < max(y_j1,y_j2).