Multiplicity Ratio from Mixed Background

N.B 1. 'Special' Event Mixing is used 2. Energy of the photon is > 0.3 GeV
All 1&2D bins are fitted after integration over remaining dimensions with mixed shape (First Integrate,than Fit)

1D distributions

Fig.1 Multiplicity as a fnc of Z, pT2, Q2, Nu


2D distributions
R vs Z
Fig.2a R vs Z in bins of pT

Fig.2b R vs Z in bins of Q2

Fig.2c R vs Z in bins of V

R vs pT

Fig.3a R vs pT in bins of Z

Fig.3b R vs pT in bins of Q2

Fig.3c R vs pT in bins of V



R vs Q2(V)

Fig.4 R vs V in bins of Q2



3D distributions

Fig.5a R vs Z in bins of pT and V


Fig.5b R vs pT in bins of Z and V



Reference to Mass Fits illustrations
3D bins
Fig.6 Invariant mass in bins of Z,pT,V (corr. to Fig.5a,b) is here
2D bins
Fig.7 Invariant mass in bins of Q2, V (corr. to Fig.4) is here
Fig.7a Invariant mass in bins of z, pT2(corr. to Fig.2a,3a) is here
Fig.7b Invariant mass in bins of z,Q2 (corr. to Fig.2a) is here
Fig.7c Invariant mass in bins of z,V (corr. to Fig.2a) is here
Fig.8a Invariant mass in bins of pT,Q2 (corr. to Fig.3b) is here
Fig.8b Invariant mass in bins of pT,V (corr. to Fig.3c) is here
1D bins
Fig.9a Invariant mass in bins of pT2 (corr. to Fig.1) is here
Fig.9b Invariant mass in bins of z (corr. to Fig.1) is here
Fig.9c Invariant mass in bins of Q2 (corr. to Fig.1) is here
Fig.9d Invariant mass in bins of Nu (corr. to Fig.1) is here
Reference to Mixed Background shapes
Fig.10a Shapes in 1D bins: z , pT2 , Q2 , Nu ,
Fig.10b Shapes in 2D bins: zQ2 , zpT2 , zNu , pT2Q2 , pT2Nu , Q2Nu ,
Fig.10c Shapes in 3D bins: zpT2Q2 , zpT2Nu ,