+//Begin_Html
+/*
+<p>Some clarifications on the calculation of the dimuons weight :
+<P>We must keep in mind that if we force the meson decay in muons and we put
+lot of mesons (J/psi, upsilon, ...) to have a good statistic we are
+obliged to calculate different weights to correct the number
+of muons
+<BR>
+<P>First -->
+<BR>The particle weight is given by w=R*M*Br
+<BR> with :
+<UL>R = the rate by event. This number gives the number
+of produced J/psi, upsilon, pion ... in a collision.
+<BR>It corresponds of the weight 0.06 given for example in gener->AddGenerator(jpsi,"J/Psi",
+0.06); from the config.C macro.
+<BR>In this example R=0.06
+
+<P>M = the rate of the mother production. This number depend on :
+<BR> - the number of generated events --> fParentWeight=1./Float_t(fNpart) in AliGenPythia.cxx . This
+is a normalization to 1 of the number of generated particles.
+<BR> - the kinematic bias coming
+from the y and Pt cuts. Method AliGenPythia::AdjustWeights() in AliGenPythia.cxx
+<BR>(in AliGenParam.cxx this 2 things are taken into account in fParentWeight
+= fYWgt*fPtWgt*phiWgt/fNpart )
+
+<P>Br = the branching ratio in muon from the mother decay</UL>
+
+<P><BR>In this method, part->GetWeight() = M*Br
+<UL> </UL>
+Next -->
+<BR>The weight of the dimuon depends on the correlation between muons
+<BR>
+<UL>If the muons are correlated and come from a resonance (for example
+J/psi -> mu+ mu-) , the weight of the dimuon is the weight of one muon then
+<BR>w12= R*M*Br = w1* R1 (in this method this gives part1->GetWeight()*fRate1)
+
+<P>If the muons are correlated and come from a charm or a bottom pair then
+w12 = M*R*Br1*Br2 = w1*w2*R1/M1
+<BR>(in this method this gives wgt/(Parent(part1)->GetWeight())*fRate1).
+Indeed the 2 muons come from the same mother so the
+<BR>weight of a DD~ or BB~ is M*Br and they are no correlation in the decay
+(Br1*Br2)
+
+<P>If the muons are not correlated w12 = M1*M2*R1*R2*Br1*Br2 = w1*w2*R1*R2
+(in this method this gives wgt*fRate1*fRate2)
+<BR> </UL>
+*/
+//End_Html