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/data/refman/pasoursint/CMSSW_5_2_7_hltpatch1/src/Utilities/BinningTools/interface/GenericBinFinderInZ.h

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00001 #ifndef BinningTools_GenericBinFinderInZ_H
00002 #define BinningTools_GenericBinFinderInZ_H
00003 
00011 #include "Utilities/BinningTools/interface/BaseBinFinder.h"
00012 #include <cmath>
00013 #include <vector>
00014 
00015 template <class T, class G>
00016 class GenericBinFinderInZ : public BaseBinFinder<T> {
00017 public:
00018   typedef typename std::vector<const G*>::const_iterator ConstItr;
00019   GenericBinFinderInZ() : theNbins(0), theZStep(0), theZOffset(0) {}
00020 
00021   GenericBinFinderInZ(ConstItr first, ConstItr last) :
00022     theNbins( last-first)
00023   {
00024     theBins.reserve(theNbins);
00025     for (ConstItr i=first; i<last-1; i++) {
00026       theBins.push_back((**i).position().z());
00027       theBorders.push_back(((**i).position().z() + 
00028                             (**(i+1)).position().z()) / 2.);
00029     }
00030 
00031     theZOffset = theBorders.front(); 
00032     theZStep = (theBorders.back() - theBorders.front()) / (theNbins-2);
00033   }
00034 
00036   virtual int binIndex( T z) const {
00037     int bin = binIndex( int((z-theZOffset)/theZStep)+1);
00038 
00039     // check left border
00040     if (bin > 0) {
00041       if ( z < theBorders[bin-1]) {
00042         // z is to the left of the left border, the correct bin is left
00043         for (int i=bin-1; ; i--) {
00044           if (i <= 0) return 0;  
00045           if ( z > theBorders[i-1]) return i;
00046         }
00047       }
00048     } 
00049     else return 0;
00050 
00051     // check right border
00052     if (bin < theNbins-1) {
00053       if ( z > theBorders[bin]) {
00054         // z is to the right of the right border, the correct bin is right
00055         for (int i=bin+1; ; i++) {
00056           if (i >= theNbins-1) return theNbins-1;  
00057           if ( z < theBorders[i]) return i;
00058         }
00059       }
00060     }
00061     else return theNbins-1;
00062 
00063     // if we arrive here it means that the bin is ok 
00064     return bin;
00065   }
00066 
00068   virtual int binIndex( int i) const {
00069     return std::min( std::max( i, 0), theNbins-1);
00070   }
00071    
00073   virtual T binPosition( int ind) const {
00074     return theBins[binIndex(ind)];
00075   }
00076 
00077   static double pi() { return 3.141592653589793238;}
00078   static double twoPi() { return 2.*pi();}
00079 
00080 private:
00081 
00082   int theNbins;
00083   T theZStep;
00084   T theZOffset;
00085   std::vector<float> theBorders;
00086   std::vector<T> theBins;
00087 };
00088 #endif