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RhoError class in pandaroot [message #16766] 
Tue, 03 June 2014 11:52 
Elisabetta Prencipe (2)
Messages: 214 Registered: February 2013

firstgrade participant 
From: *ikp.kfajuelich.de


Dear Ralf, dear rhodevelopers,
I have a question how to evaluate the error of the momentum, position, theta, phi, distributions using rho candidates and rho lists, and I am wondering if below is the best way how to proceed. For example, if I want to evaluate the pull of quantities like momentum, or theta and phi, I need information about the reco variables (easy), the true value (easy) and the error distributions. I see that in RhoMath/ the information about the covariance error matrix is accessible. So I could write:
while (theAnalysis>GetEvent() && i++<nevts)
{
theAnalysis>FillList(muminus, "MuonAllMinus");
for (j=0;j<muminus.GetLength();++j)
{
// reco variables
hmomtrk>Fill(muminus[j]>P());
hthttrk>Fill(muminus[j]>P4().Theta());
hphitrk>Fill(muminus[j]>P4().Phi());
// error matrix : variance
RhoError tempvar = muminus[j]>Cov7(); //variance of 7 parameters: x,y,z,px,py,pz,E
double var_px = tempvar(3,3);
double var_py = tempvar(4,4);
double var_pz = tempvar(5,5);
double var_energy = tempvar(6,6);
}
}
This shoud give my access to the variance of px, py, pz, energy. Am I correct?
Sqrt() of what I get from here should deliver the error distribution of px, py, pz, E. Now my question is: is this the way to proceed to get the error distirbutions? and what about Theta() and Phi()? Should I combine, then, the information which I obtain, and get the error distribution for the angular variables? or is there a smarter way/funcion implemented to obtain the error distribution of kinematic variables, in pandaroot?
Thank you for your help,
Elisabetta



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