Inheritance diagram for utils.BinToBin1percent:

Public Member Functions
def	__init__ (self, threshold=1)

def	checkBinningMatches (self)

def	do_test (self)

Public Member Functions inherited from utils.StatisticalTest
def	get_rank (self)

def	get_status (self)

def	set_operands (self, h1, h2)

Public Attributes
	epsilon

	name

	tolerance

Public Attributes inherited from utils.StatisticalTest
	h1

	h2

	is_init

	name

	rank
	2D! return test_codes["2D"] More...

	threshold

Detailed Description

The bin to bin comparison builds a fake pvalue. It is 0 if the number of 
bins is different. It is % of corresponding bins otherwhise.
A threshold of 1 is needed to require a 1 to 1 correspondance between 
hisograms.

Definition at line 366 of file utils.py.

Constructor & Destructor Documentation

◆ init()

def utils.BinToBin1percent.__init__	(	self,
		threshold = `1`
	)

Reimplemented from utils.StatisticalTest.

Definition at line 372 of file utils.py.

   def __init__(self, threshold=1):
     StatisticalTest.__init__(self, threshold)
     self.name='BinToBin1percent'
     self.epsilon= 0.000001
     self.tolerance= 0.01
  

Member Function Documentation

◆ checkBinningMatches()

def utils.BinToBin1percent.checkBinningMatches ( self )

Definition at line 378 of file utils.py.

   def checkBinningMatches(self):
     if self.h1.GetNbinsX() != self.h2.GetNbinsX() \
            or self.h1.GetNbinsY() != self.h2.GetNbinsY() \
            or self.h1.GetNbinsZ() != self.h2.GetNbinsZ() \
            or abs(self.h1.GetXaxis().GetXmin() - self.h2.GetXaxis().GetXmin()) >self.epsilon \
            or abs(self.h1.GetYaxis().GetXmin() - self.h2.GetYaxis().GetXmin()) >self.epsilon \
            or abs(self.h1.GetZaxis().GetXmin() - self.h2.GetZaxis().GetXmin()) >self.epsilon \
            or abs(self.h1.GetXaxis().GetXmax() - self.h2.GetXaxis().GetXmax()) >self.epsilon \
            or abs(self.h1.GetYaxis().GetXmax() - self.h2.GetYaxis().GetXmax()) >self.epsilon \
            or abs(self.h1.GetZaxis().GetXmax() - self.h2.GetZaxis().GetXmax()) >self.epsilon:
       return False
     return True
  

References funct.abs(), HcalAutoPedestalValidator.epsilon, HcalPedestalsCheck.epsilon, HcalPedestalWidthsCheck.epsilon, HcalGainsCheck.epsilon, utils.BinToBin.epsilon, utils.BinToBin1percent.epsilon, ConfigurableHisto.h1, utils.StatisticalTest.h1, PlotAlignmentValidation::DMRPlotInfo.h1, FitSlicesYTool.h1, EgammaTowerIsolationNew< NC >::Sum.h2, ConfigurableHisto.h2, EgammaTowerIsolationNew< NC >.h2, utils.StatisticalTest.h2, PlotAlignmentValidation::DMRPlotInfo.h2, and FitSlicesYTool.h2.

Referenced by utils.BinToBin1percent.do_test().

◆ do_test()

def utils.BinToBin1percent.do_test ( self )

Reimplemented from utils.StatisticalTest.

Definition at line 391 of file utils.py.

   def do_test(self):
     # fist check that binning matches
     if not self.checkBinningMatches():
       return test_codes["DIFF_BIN"]
     # then do the real check
     equal = 1
     nbins = getNbins(self.h1)
     n_ok_bins=0.0
     for ibin in range(0,nbins):
       ibin+=1
       h1bin=self.h1.GetBinContent(ibin)
       h2bin=self.h2.GetBinContent(ibin)
       bindiff=h1bin-h2bin
  
       binavg=.5*(h1bin+h2bin)
  
       if binavg==0 or 100*abs(bindiff)/binavg < self.tolerance:
         n_ok_bins+=1
         #print "Bin %i bin: bindiff %s" %(ibin,bindiff)
       else:
         print("-->Bin %i bin: bindiff %s (%s - %s )" %(ibin,bindiff,h1bin,h2bin))
  
       #if abs(bindiff)!=0 :
         #print "Bin %ibin: bindiff %s" %(ibin,bindiff)
     
     rank=n_ok_bins/nbins
     
     if rank!=1:
       print("%s nok: %s ntot: %s" %(self.h1.GetName(),n_ok_bins,nbins))
     
     return rank
 #-------------------------------------------------------------------------------
 Statistical_Tests={"KS":KS,
                    "Chi2":Chi2,
                    "BinToBin":BinToBin,
                    "BinToBin1percent":BinToBin1percent,
                    "Bin2Bin":BinToBin,
                    "b2b":BinToBin,}
 #-------------------------------------------------------------------------------  
  