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LumiReweightingStandAlone.h
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1 #ifndef PhysicsTools_Utilities_interface_LumiReWeighting_h
2 #define PhysicsTools_Utilities_interface_LumiReWeighting_h
3 
4 
20 #include "TH1F.h"
21 #include "TH3.h"
22 #include "TFile.h"
23 #include "TRandom1.h"
24 #include "TRandom2.h"
25 #include "TRandom3.h"
26 #include "TStopwatch.h"
27 #include <string>
28 #include <vector>
29 #include <cmath>
30 #include <algorithm>
31 #include <iostream>
32 
33 namespace reweight {
34 
35 
36  // add a class to shift the mean of a poisson-like luminosity distribution by an arbitrary amount.
37  // Only valid for small (<1.5) shifts about the 2011 lumi distribution for now, because shifts are non-linear
38  // Each PoissonMeanShifter does one shift, so defining multiples can give you an arbitrary collection
39 
40  class PoissonMeanShifter {
41 
42  public:
43 
45 
46  PoissonMeanShifter( float Shift ){
47 
48  // these are the polynomial or exponential coefficients for each bin of a 25-bin sequence that
49  // convert the Distribution of the 2011 luminosity to something with a lower or higher peak luminosity.
50  // The distributions aren't quite poisson because they model luminosity decreasing during a fill. This implies that
51  // they do get wider as the mean increases, so the weights are not linear with increasing mean.
52 
53  static const double p0_minus[20] = { 1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1. };
54  static const double p1_minus[20] = {
55  -0.677786,
56  -0.619614,
57  -0.49465,
58  -0.357963,
59  -0.238359,
60  -0.110002,
61  0.0348629,
62  0.191263,
63  0.347648,
64  0.516615,
65  0.679646,
66  0.836673,
67  0.97764,
68  1.135,
69  1.29922,
70  1.42467,
71  1.55901,
72  1.61762,
73  1.67275,
74  1.96008
75  };
76  static const double p2_minus[20] = {
77  0.526164,
78  0.251816,
79  0.11049,
80  0.026917,
81  -0.0464692,
82  -0.087022,
83  -0.0931581,
84  -0.0714295,
85  -0.0331772,
86  0.0347473,
87  0.108658,
88  0.193048,
89  0.272314,
90  0.376357,
91  0.4964,
92  0.58854,
93  0.684959,
94  0.731063,
95  0.760044,
96  1.02386
97  };
98 
99  static const double p1_expoM[5] = {
100  1.63363e-03,
101  6.79290e-04,
102  3.69900e-04,
103  2.24349e-04,
104  9.87156e-06
105  };
106 
107  static const double p2_expoM[5] = {
108  2.64692,
109  3.26585,
110  3.53229,
111  4.18035,
112  5.64027
113  };
114 
115 
116  static const double p0_plus[20] = { 1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1.,1. };
117  static const double p1_plus[20] = {
118  -0.739059,
119  -0.594445,
120  -0.477276,
121  -0.359707,
122  -0.233573,
123  -0.103458,
124  0.0373401,
125  0.176571,
126  0.337617,
127  0.499074,
128  0.675126,
129  0.840522,
130  1.00917,
131  1.15847,
132  1.23816,
133  1.44271,
134  1.52982,
135  1.46385,
136  1.5802,
137  0.988689
138  };
139  static const double p2_plus[20] = {
140  0.208068,
141  0.130033,
142  0.0850356,
143  0.0448344,
144  0.000749832,
145  -0.0331347,
146  -0.0653281,
147  -0.0746009,
148  -0.0800667,
149  -0.0527636,
150  -0.00402649,
151  0.103338,
152  0.261261,
153  0.491084,
154  0.857966,
155  1.19495,
156  1.75071,
157  2.65559,
158  3.35433,
159  5.48835
160  };
161 
162  static const double p1_expoP[5] = {
163  1.42463e-01,
164  4.18966e-02,
165  1.12697e-01,
166  1.66197e-01,
167  1.50768e-01
168  };
169 
170  static const double p2_expoP[5] = {
171  1.98758,
172  2.27217,
173  2.26799,
174  2.38455,
175  2.52428
176  };
177 
178  // initialize weights based on desired Shift
179 
180 
181 
182  for (int ibin=0;ibin<20;ibin++) {
183 
184  if( Shift < .0) {
185  Pweight_[ibin] = p0_minus[ibin] + p1_minus[ibin]*Shift + p2_minus[ibin]*Shift*Shift;
186  }
187  else {
188  Pweight_[ibin] = p0_plus[ibin] + p1_plus[ibin]*Shift + p2_plus[ibin]*Shift*Shift;
189  }
190  }
191 
192  // last few bins fit better to an exponential...
193 
194  for (int ibin=20;ibin<25;ibin++) {
195  if( Shift < 0.) {
196  Pweight_[ibin] = p1_expoM[ibin-20]*exp(p2_expoM[ibin-20]*Shift);
197  }
198  else {
199  Pweight_[ibin] = p1_expoP[ibin-20]*exp(p2_expoP[ibin-20]*Shift);
200  }
201  }
202 
203  };
204 
205  double ShiftWeight( int ibin ) {
206 
207  if(ibin<25 && ibin>=0) { return Pweight_[ibin]; }
208  else { return 0;}
209 
210  };
211 
212  double ShiftWeight( float pvnum ) {
213 
214  int ibin = int(pvnum);
215 
216  if(ibin<25 && ibin>=0) { return Pweight_[ibin]; }
217  else { return 0;}
218 
219  };
220 
221  private:
222 
223  double Pweight_[25];
224 
225  };
226 
227 
229  public:
230 
231  LumiReWeighting ( ) { } ;
232 
233  LumiReWeighting( std::string generatedFile,
234  std::string dataFile,
235  std::string GenHistName,
236  std::string DataHistName) :
237  generatedFileName_( generatedFile),
238  dataFileName_ ( dataFile ),
239  GenHistName_ ( GenHistName ),
240  DataHistName_ ( DataHistName )
241  {
242  generatedFile_ = new TFile( generatedFileName_.c_str() ) ; //MC distribution
243  dataFile_ = new TFile( dataFileName_.c_str() ); //Data distribution
244 
245  Data_distr_ = new TH1F( *(static_cast<TH1F*>(dataFile_->Get( DataHistName_.c_str() )->Clone() )) );
246  MC_distr_ = new TH1F( *(static_cast<TH1F*>(generatedFile_->Get( GenHistName_.c_str() )->Clone() )) );
247 
248  // normalize both histograms first
249 
250  Data_distr_->Scale( 1.0/ Data_distr_->Integral() );
251  MC_distr_->Scale( 1.0/ MC_distr_->Integral() );
252 
253  weights_ = new TH1F( *(Data_distr_)) ;
254 
255  // MC * data/MC = data, so the weights are data/MC:
256 
257  weights_->SetName("lumiWeights");
258 
259  TH1F* den = new TH1F(*(MC_distr_));
260 
261  weights_->Divide( den ); // so now the average weight should be 1.0
262 
263  std::cout << " Lumi/Pileup Reweighting: Computed Weights per In-Time Nint " << std::endl;
264 
265  int NBins = weights_->GetNbinsX();
266 
267  for(int ibin = 1; ibin<NBins+1; ++ibin){
268  std::cout << " " << ibin-1 << " " << weights_->GetBinContent(ibin) << std::endl;
269  }
270 
271  weightOOT_init();
272 
273  FirstWarning_ = true;
274 
275  }
276 
277 
278  LumiReWeighting( const std::vector< float >& MC_distr, const std::vector< float >& Lumi_distr){
279  // no histograms for input: use vectors
280 
281  // now, make histograms out of them:
282 
283  // first, check they are the same size...
284 
285  if( MC_distr.size() != Lumi_distr.size() ){
286 
287  std::cerr <<"ERROR: LumiReWeighting: input vectors have different sizes. Quitting... \n";
288  return;
289 
290  }
291 
292  Int_t NBins = MC_distr.size();
293 
294  MC_distr_ = new TH1F("MC_distr","MC dist",NBins,-0.5, float(NBins)-0.5);
295  Data_distr_ = new TH1F("Data_distr","Data dist",NBins,-0.5, float(NBins)-0.5);
296 
297  weights_ = new TH1F("luminumer","luminumer",NBins,-0.5, float(NBins)-0.5);
298  TH1F* den = new TH1F("lumidenom","lumidenom",NBins,-0.5, float(NBins)-0.5);
299 
300  for(int ibin = 1; ibin<NBins+1; ++ibin ) {
301  weights_->SetBinContent(ibin, Lumi_distr[ibin-1]);
302  Data_distr_->SetBinContent(ibin, Lumi_distr[ibin-1]);
303  den->SetBinContent(ibin,MC_distr[ibin-1]);
304  MC_distr_->SetBinContent(ibin,MC_distr[ibin-1]);
305  }
306 
307  // check integrals, make sure things are normalized
308 
309  float deltaH = weights_->Integral();
310  if(fabs(1.0 - deltaH) > 0.02 ) { //*OOPS*...
311  weights_->Scale( 1.0/ deltaH );
312  Data_distr_->Scale( 1.0/ deltaH );
313  }
314  float deltaMC = den->Integral();
315  if(fabs(1.0 - deltaMC) > 0.02 ) {
316  den->Scale(1.0/ deltaMC );
317  MC_distr_->Scale(1.0/ deltaMC );
318  }
319 
320  weights_->Divide( den ); // so now the average weight should be 1.0
321 
322  std::cout << " Lumi/Pileup Reweighting: Computed Weights per In-Time Nint " << std::endl;
323 
324  for(int ibin = 1; ibin<NBins+1; ++ibin){
325  std::cout << " " << ibin-1 << " " << weights_->GetBinContent(ibin) << std::endl;
326  }
327 
328  weightOOT_init();
329 
330  FirstWarning_ = true;
331 
332  }
333 
334  void weight3D_init( float ScaleFactor, std::string WeightOutputFile="") {
335 
336  //create histogram to write output weights, save pain of generating them again...
337 
338  TH3D* WHist = new TH3D("WHist","3D weights",50,0.,50.,50,0.,50.,50,0.,50. );
339  TH3D* DHist = new TH3D("DHist","3D weights",50,0.,50.,50,0.,50.,50,0.,50. );
340  TH3D* MHist = new TH3D("MHist","3D weights",50,0.,50.,50,0.,50.,50,0.,50. );
341 
342 
343  using std::min;
344 
345  if( MC_distr_->GetEntries() == 0 ) {
346  std::cout << " MC and Data distributions are not initialized! You must call the LumiReWeighting constructor. " << std::endl;
347  }
348 
349  // arrays for storing number of interactions
350 
351  double MC_ints[50][50][50];
352  double Data_ints[50][50][50];
353 
354  for (int i=0; i<50; i++) {
355  for(int j=0; j<50; j++) {
356  for(int k=0; k<50; k++) {
357  MC_ints[i][j][k] = 0.;
358  Data_ints[i][j][k] = 0.;
359  }
360  }
361  }
362 
363  double factorial[50];
364  double PowerSer[50];
365  double base = 1.;
366 
367  factorial[0] = 1.;
368  PowerSer[0]=1.;
369 
370  for (int i = 1; i<50; ++i) {
371  base = base*float(i);
372  factorial[i] = base;
373  }
374 
375 
376  double x;
377  double xweight;
378  double probi, probj, probk;
379  double Expval, mean;
380  int xi;
381 
382  // Get entries for Data, MC, fill arrays:
383  int NMCbin = MC_distr_->GetNbinsX();
384 
385  for (int jbin=1;jbin<NMCbin+1;jbin++) {
386  x = MC_distr_->GetBinCenter(jbin);
387  xweight = MC_distr_->GetBinContent(jbin); //use as weight for matrix
388 
389  //for Summer 11, we have this int feature:
390  xi = int(x);
391 
392  // Generate Poisson distribution for each value of the mean
393  mean = double(xi);
394 
395  if(mean<0.) {
396  std::cout << "LumiReweighting:BadInputValue" << " Your histogram generates MC luminosity values less than zero!"
397  << " Please Check. Terminating." << std::endl;
398  }
399 
400 
401  if(mean==0.){
402  Expval = 1.;
403  }
404  else {
405  Expval = exp(-1.*mean);
406  }
407 
408  base = 1.;
409 
410  for (int i = 1; i<50; ++i) {
411  base = base*mean;
412  PowerSer[i] = base; // PowerSer is mean^i
413  }
414 
415  // compute poisson probability for each Nvtx in weight matrix
416  for (int i=0; i<50; i++) {
417  probi = PowerSer[i]/factorial[i]*Expval;
418  for(int j=0; j<50; j++) {
419  probj = PowerSer[j]/factorial[j]*Expval;
420  for(int k=0; k<50; k++) {
421  probk = PowerSer[k]/factorial[k]*Expval;
422  // joint probability is product of event weights multiplied by weight of input distribution bin
423  MC_ints[i][j][k] = MC_ints[i][j][k]+probi*probj*probk*xweight;
424  }
425  }
426  }
427 
428  }
429 
430  int NDatabin = Data_distr_->GetNbinsX();
431 
432  for (int jbin=1;jbin<NDatabin+1;jbin++) {
433  mean = (Data_distr_->GetBinCenter(jbin))*ScaleFactor;
434  xweight = Data_distr_->GetBinContent(jbin);
435 
436  // Generate poisson distribution for each value of the mean
437  if(mean<0.) {
438  std::cout << "LumiReweighting:BadInputValue" << " Your histogram generates MC luminosity values less than zero!"
439  << " Please Check. Terminating." << std::endl;
440  }
441 
442  if(mean==0.){
443  Expval = 1.;
444  }
445  else {
446  Expval = exp(-1.*mean);
447  }
448 
449  base = 1.;
450 
451  for (int i = 1; i<50; ++i) {
452  base = base*mean;
453  PowerSer[i] = base;
454  }
455 
456  // compute poisson probability for each Nvtx in weight matrix
457 
458  for (int i=0; i<50; i++) {
459  probi = PowerSer[i]/factorial[i]*Expval;
460  for(int j=0; j<50; j++) {
461  probj = PowerSer[j]/factorial[j]*Expval;
462  for(int k=0; k<50; k++) {
463  probk = PowerSer[k]/factorial[k]*Expval;
464  // joint probability is product of event weights multiplied by weight of input distribution bin
465  Data_ints[i][j][k] = Data_ints[i][j][k]+probi*probj*probk*xweight;
466  }
467  }
468  }
469 
470  }
471 
472 
473  for (int i=0; i<50; i++) {
474  //if(i<5) std::cout << "i = " << i << std::endl;
475  for(int j=0; j<50; j++) {
476  for(int k=0; k<50; k++) {
477  if( (MC_ints[i][j][k])>0.) {
478  Weight3D_[i][j][k] = Data_ints[i][j][k]/MC_ints[i][j][k];
479  }
480  else {
481  Weight3D_[i][j][k] = 0.;
482  }
483  WHist->SetBinContent( i+1,j+1,k+1,Weight3D_[i][j][k] );
484  DHist->SetBinContent( i+1,j+1,k+1,Data_ints[i][j][k] );
485  MHist->SetBinContent( i+1,j+1,k+1,MC_ints[i][j][k] );
486  // if(i<5 && j<5 && k<5) std::cout << Weight3D_[i][j][k] << " " ;
487  }
488  // if(i<5 && j<5) std::cout << std::endl;
489  }
490  }
491 
492  if(! WeightOutputFile.empty() ) {
493  std::cout << " 3D Weight Matrix initialized! " << std::endl;
494  std::cout << " Writing weights to file " << WeightOutputFile << " for re-use... " << std::endl;
495 
496 
497  TFile * outfile = new TFile(WeightOutputFile.c_str(),"RECREATE");
498  WHist->Write();
499  MHist->Write();
500  DHist->Write();
501  outfile->Write();
502  outfile->Close();
503  outfile->Delete();
504  }
505 
506  return;
507  }
508 
509 
510  void weight3D_set( std::string WeightFileName ) {
511 
512  TFile *infile = new TFile(WeightFileName.c_str());
513  TH1F *WHist = (TH1F*)infile->Get("WHist");
514 
515  // Check if the histogram exists
516  if (!WHist) {
517  std::cout << " Could not find the histogram WHist in the file "
518  << "in the file " << WeightFileName << "." << std::endl;
519  return;
520  }
521 
522  for (int i=0; i<50; i++) {
523  for(int j=0; j<50; j++) {
524  for(int k=0; k<50; k++) {
525  Weight3D_[i][j][k] = WHist->GetBinContent(i,j,k);
526  }
527  }
528  }
529 
530  std::cout << " 3D Weight Matrix initialized! " << std::endl;
531 
532  return;
533 
534 
535  }
536 
537 
538 
539  void weightOOT_init() {
540 
541  // The following are poisson distributions with different means, where the maximum
542  // of the function has been normalized to weight 1.0
543  // These are used to reweight the out-of-time pileup to match the in-time distribution.
544  // The total event weight is the product of the in-time weight, the out-of-time weight,
545  // and a residual correction to fix the distortions caused by the fact that the out-of-time
546  // distribution is not flat.
547 
548  static const double weight_24[25] = {
549  0,
550  0,
551  0,
552  0,
553  2.46277e-06,
554  2.95532e-05,
555  0.000104668,
556  0.000401431,
557  0.00130034,
558  0.00342202,
559  0.00818132,
560  0.0175534,
561  0.035784,
562  0.0650836,
563  0.112232,
564  0.178699,
565  0.268934,
566  0.380868,
567  0.507505,
568  0.640922,
569  0.768551,
570  0.877829,
571  0.958624,
572  0.99939,
573  1
574  };
575 
576  static const double weight_23[25] = {
577  0,
578  1.20628e-06,
579  1.20628e-06,
580  2.41255e-06,
581  1.20628e-05,
582  6.39326e-05,
583  0.000252112,
584  0.000862487,
585  0.00244995,
586  0.00616527,
587  0.0140821,
588  0.0293342,
589  0.0564501,
590  0.100602,
591  0.164479,
592  0.252659,
593  0.36268,
594  0.491427,
595  0.627979,
596  0.75918,
597  0.873185,
598  0.957934,
599  0.999381,
600  1,
601  0.957738
602  };
603 
604  static const double weight_22[25] = {
605  0,
606  0,
607  0,
608  5.88636e-06,
609  3.0609e-05,
610  0.000143627,
611  0.000561558,
612  0.00173059,
613  0.00460078,
614  0.0110616,
615  0.0238974,
616  0.0475406,
617  0.0875077,
618  0.148682,
619  0.235752,
620  0.343591,
621  0.473146,
622  0.611897,
623  0.748345,
624  0.865978,
625  0.953199,
626  0.997848,
627  1,
628  0.954245,
629  0.873688
630  };
631 
632  static const double weight_21[25] = {
633  0,
634  0,
635  1.15381e-06,
636  8.07665e-06,
637  7.1536e-05,
638  0.000280375,
639  0.00107189,
640  0.00327104,
641  0.00809396,
642  0.0190978,
643  0.0401894,
644  0.0761028,
645  0.13472,
646  0.216315,
647  0.324649,
648  0.455125,
649  0.598241,
650  0.739215,
651  0.861866,
652  0.953911,
653  0.998918,
654  1,
655  0.956683,
656  0.872272,
657  0.76399
658  };
659 
660 
661  static const double weight_20[25] = {
662  0,
663  0,
664  1.12532e-06,
665  2.58822e-05,
666  0.000145166,
667  0.000633552,
668  0.00215048,
669  0.00592816,
670  0.0145605,
671  0.0328367,
672  0.0652649,
673  0.11893,
674  0.19803,
675  0.305525,
676  0.436588,
677  0.581566,
678  0.727048,
679  0.8534,
680  0.949419,
681  0.999785,
682  1,
683  0.953008,
684  0.865689,
685  0.753288,
686  0.62765
687  };
688  static const double weight_19[25] = {
689  0,
690  0,
691  1.20714e-05,
692  5.92596e-05,
693  0.000364337,
694  0.00124994,
695  0.00403953,
696  0.0108149,
697  0.025824,
698  0.0544969,
699  0.103567,
700  0.17936,
701  0.283532,
702  0.416091,
703  0.562078,
704  0.714714,
705  0.846523,
706  0.947875,
707  1,
708  0.999448,
709  0.951404,
710  0.859717,
711  0.742319,
712  0.613601,
713  0.48552
714  };
715 
716  static const double weight_18[25] = {
717  0,
718  3.20101e-06,
719  2.88091e-05,
720  0.000164319,
721  0.000719161,
722  0.00250106,
723  0.00773685,
724  0.0197513,
725  0.0443693,
726  0.0885998,
727  0.159891,
728  0.262607,
729  0.392327,
730  0.543125,
731  0.69924,
732  0.837474,
733  0.943486,
734  0.998029,
735  1,
736  0.945937,
737  0.851807,
738  0.729309,
739  0.596332,
740  0.467818,
741  0.350434
742  };
743 
744 
745  static const double weight_17[25] = {
746  1.03634e-06,
747  7.25437e-06,
748  4.97443e-05,
749  0.000340956,
750  0.00148715,
751  0.00501485,
752  0.0143067,
753  0.034679,
754  0.0742009,
755  0.140287,
756  0.238288,
757  0.369416,
758  0.521637,
759  0.682368,
760  0.828634,
761  0.939655,
762  1,
763  0.996829,
764  0.94062,
765  0.841575,
766  0.716664,
767  0.582053,
768  0.449595,
769  0.331336,
770  0.234332
771  };
772 
773 
774  static const double weight_16[25] = {
775  4.03159e-06,
776  2.41895e-05,
777  0.000141106,
778  0.00081942,
779  0.00314565,
780  0.00990662,
781  0.026293,
782  0.0603881,
783  0.120973,
784  0.214532,
785  0.343708,
786  0.501141,
787  0.665978,
788  0.820107,
789  0.938149,
790  1,
791  0.99941,
792  0.940768,
793  0.837813,
794  0.703086,
795  0.564023,
796  0.42928,
797  0.312515,
798  0.216251,
799  0.14561
800  };
801 
802 
803  static const double weight_15[25] = {
804  9.76084e-07,
805  5.07564e-05,
806  0.000303562,
807  0.00174036,
808  0.00617959,
809  0.0188579,
810  0.047465,
811  0.101656,
812  0.189492,
813  0.315673,
814  0.474383,
815  0.646828,
816  0.809462,
817  0.934107,
818  0.998874,
819  1,
820  0.936163,
821  0.827473,
822  0.689675,
823  0.544384,
824  0.40907,
825  0.290648,
826  0.198861,
827  0.12951,
828  0.0808051
829  };
830 
831 
832  static const double weight_14[25] = {
833  1.13288e-05,
834  0.000124617,
835  0.000753365,
836  0.00345056,
837  0.0123909,
838  0.0352712,
839  0.0825463,
840  0.16413,
841  0.287213,
842  0.44615,
843  0.625826,
844  0.796365,
845  0.930624,
846  0.999958,
847  1,
848  0.934414,
849  0.816456,
850  0.672939,
851  0.523033,
852  0.386068,
853  0.269824,
854  0.180342,
855  0.114669,
856  0.0698288,
857  0.0406496
858  };
859 
860 
861  static const double weight_13[25] = {
862  2.54296e-05,
863  0.000261561,
864  0.00167018,
865  0.00748083,
866  0.0241308,
867  0.0636801,
868  0.138222,
869  0.255814,
870  0.414275,
871  0.600244,
872  0.779958,
873  0.92256,
874  0.999155,
875  1,
876  0.927126,
877  0.804504,
878  0.651803,
879  0.497534,
880  0.35976,
881  0.245834,
882  0.160904,
883  0.0991589,
884  0.0585434,
885  0.0332437,
886  0.0180159
887  };
888 
889  static const double weight_12[25] = {
890  5.85742e-05,
891  0.000627706,
892  0.00386677,
893  0.0154068,
894  0.0465892,
895  0.111683,
896  0.222487,
897  0.381677,
898  0.5719,
899  0.765001,
900  0.915916,
901  1,
902  0.999717,
903  0.921443,
904  0.791958,
905  0.632344,
906  0.475195,
907  0.334982,
908  0.223666,
909  0.141781,
910  0.0851538,
911  0.048433,
912  0.0263287,
913  0.0133969,
914  0.00696683
915  };
916 
917 
918  static const double weight_11[25] = {
919  0.00015238,
920  0.00156064,
921  0.00846044,
922  0.0310939,
923  0.0856225,
924  0.187589,
925  0.343579,
926  0.541892,
927  0.74224,
928  0.909269,
929  0.998711,
930  1,
931  0.916889,
932  0.77485,
933  0.608819,
934  0.447016,
935  0.307375,
936  0.198444,
937  0.121208,
938  0.070222,
939  0.0386492,
940  0.0201108,
941  0.0100922,
942  0.00484937,
943  0.00222458
944  };
945 
946  static const double weight_10[25] = {
947  0.000393044,
948  0.00367001,
949  0.0179474,
950  0.060389,
951  0.151477,
952  0.302077,
953  0.503113,
954  0.720373,
955  0.899568,
956  1,
957  0.997739,
958  0.909409,
959  0.75728,
960  0.582031,
961  0.415322,
962  0.277663,
963  0.174147,
964  0.102154,
965  0.0566719,
966  0.0298642,
967  0.0147751,
968  0.00710995,
969  0.00319628,
970  0.00140601,
971  0.000568796
972  };
973 
974 
975  static const double weight_9[25] = {
976  0.00093396,
977  0.00854448,
978  0.0380306,
979  0.113181,
980  0.256614,
981  0.460894,
982  0.690242,
983  0.888781,
984  1,
985  0.998756,
986  0.899872,
987  0.735642,
988  0.552532,
989  0.382726,
990  0.246114,
991  0.147497,
992  0.0825541,
993  0.0441199,
994  0.0218157,
995  0.0103578,
996  0.00462959,
997  0.0019142,
998  0.000771598,
999  0.000295893,
1000  0.000111529
1001  };
1002 
1003 
1004  static const double weight_8[25] = {
1005  0.00240233,
1006  0.0192688,
1007  0.0768653,
1008  0.205008,
1009  0.410958,
1010  0.65758,
1011  0.875657,
1012  0.999886,
1013  1,
1014  0.889476,
1015  0.711446,
1016  0.517781,
1017  0.345774,
1018  0.212028,
1019  0.121208,
1020  0.0644629,
1021  0.0324928,
1022  0.0152492,
1023  0.00673527,
1024  0.0028547,
1025  0.00117213,
1026  0.000440177,
1027  0.000168471,
1028  5.80689e-05,
1029  1.93563e-05
1030  };
1031 
1032  static const double weight_7[25] = {
1033  0.00617233,
1034  0.0428714,
1035  0.150018,
1036  0.350317,
1037  0.612535,
1038  0.856525,
1039  0.999923,
1040  1,
1041  0.87544,
1042  0.679383,
1043  0.478345,
1044  0.303378,
1045  0.176923,
1046  0.0950103,
1047  0.0476253,
1048  0.0222211,
1049  0.00972738,
1050  0.00392962,
1051  0.0015258,
1052  0.000559168,
1053  0.000183928,
1054  6.77983e-05,
1055  1.67818e-05,
1056  7.38398e-06,
1057  6.71271e-07
1058  };
1059 
1060  static const double weight_6[25] = {
1061  0.0154465,
1062  0.0923472,
1063  0.277322,
1064  0.55552,
1065  0.833099,
1066  0.999035,
1067  1,
1068  0.855183,
1069  0.641976,
1070  0.428277,
1071  0.256804,
1072  0.139798,
1073  0.0700072,
1074  0.0321586,
1075  0.0137971,
1076  0.00544756,
1077  0.00202316,
1078  0.000766228,
1079  0.000259348,
1080  8.45836e-05,
1081  1.80362e-05,
1082  8.70713e-06,
1083  3.73163e-06,
1084  6.21938e-07,
1085  0
1086  };
1087 
1088 
1089  static const double weight_5[25] = {
1090  0.0382845,
1091  0.191122,
1092  0.478782,
1093  0.797314,
1094  1,
1095  0.997148,
1096  0.831144,
1097  0.59461,
1098  0.371293,
1099  0.205903,
1100  0.103102,
1101  0.0471424,
1102  0.0194997,
1103  0.00749415,
1104  0.00273709,
1105  0.000879189,
1106  0.000286049,
1107  0.000102364,
1108  1.70606e-05,
1109  3.98081e-06,
1110  2.27475e-06,
1111  0,
1112  0,
1113  0,
1114  0
1115  };
1116 
1117 
1118  static const double weight_4[25] = {
1119  0.0941305,
1120  0.373824,
1121  0.750094,
1122  1,
1123  0.997698,
1124  0.800956,
1125  0.532306,
1126  0.304597,
1127  0.152207,
1128  0.0676275,
1129  0.0270646,
1130  0.00975365,
1131  0.00326077,
1132  0.00101071,
1133  0.000301781,
1134  7.41664e-05,
1135  1.58563e-05,
1136  3.58045e-06,
1137  1.02299e-06,
1138  0,
1139  5.11493e-07,
1140  0,
1141  0,
1142  0,
1143  0
1144  };
1145 
1146 
1147  static const double weight_3[25] = {
1148  0.222714,
1149  0.667015,
1150  1,
1151  0.999208,
1152  0.750609,
1153  0.449854,
1154  0.224968,
1155  0.0965185,
1156  0.0361225,
1157  0.012084,
1158  0.00359618,
1159  0.000977166,
1160  0.000239269,
1161  6.29422e-05,
1162  1.16064e-05,
1163  1.78559e-06,
1164  0,
1165  4.46398e-07,
1166  0,
1167  0,
1168  0,
1169  0,
1170  0,
1171  0,
1172  0
1173  };
1174 
1175  static const double weight_2[25] = {
1176  0.499541,
1177  0.999607,
1178  1,
1179  0.666607,
1180  0.333301,
1181  0.13279,
1182  0.0441871,
1183  0.0127455,
1184  0.00318434,
1185  0.00071752,
1186  0.000132204,
1187  2.69578e-05,
1188  5.16999e-06,
1189  2.21571e-06,
1190  0,
1191  0,
1192  0,
1193  0,
1194  0,
1195  0,
1196  0,
1197  0,
1198  0,
1199  0,
1200  0
1201  };
1202 
1203  static const double weight_1[25] = {
1204  0.999165,
1205  1,
1206  0.499996,
1207  0.166868,
1208  0.0414266,
1209  0.00831053,
1210  0.00137472,
1211  0.000198911,
1212  2.66302e-05,
1213  2.44563e-06,
1214  2.71737e-07,
1215  2.71737e-07,
1216  0,
1217  0,
1218  0,
1219  0,
1220  0,
1221  0,
1222  0,
1223  0,
1224  0,
1225  0,
1226  0,
1227  0,
1228  0
1229  };
1230 
1231  static const double weight_0[25] = {
1232  1,
1233  0,
1234  0,
1235  0,
1236  0,
1237  0,
1238  0,
1239  0,
1240  0,
1241  0,
1242  0,
1243  0,
1244  0,
1245  0,
1246  0,
1247  0,
1248  0,
1249  0,
1250  0,
1251  0,
1252  0,
1253  0,
1254  0,
1255  0,
1256  0
1257  };
1258 
1259  //WeightOOTPU_ = {0};
1260 
1261  const double* WeightPtr = 0;
1262 
1263  for(int iint = 0; iint<25; ++iint){
1264  if(iint ==0) WeightPtr = weight_0;
1265  if(iint ==1) WeightPtr = weight_1;
1266  if(iint ==2) WeightPtr = weight_2;
1267  if(iint ==3) WeightPtr = weight_3;
1268  if(iint ==4) WeightPtr = weight_4;
1269  if(iint ==5) WeightPtr = weight_5;
1270  if(iint ==6) WeightPtr = weight_6;
1271  if(iint ==7) WeightPtr = weight_7;
1272  if(iint ==8) WeightPtr = weight_8;
1273  if(iint ==9) WeightPtr = weight_9;
1274  if(iint ==10) WeightPtr = weight_10;
1275  if(iint ==11) WeightPtr = weight_11;
1276  if(iint ==12) WeightPtr = weight_12;
1277  if(iint ==13) WeightPtr = weight_13;
1278  if(iint ==14) WeightPtr = weight_14;
1279  if(iint ==15) WeightPtr = weight_15;
1280  if(iint ==16) WeightPtr = weight_16;
1281  if(iint ==17) WeightPtr = weight_17;
1282  if(iint ==18) WeightPtr = weight_18;
1283  if(iint ==19) WeightPtr = weight_19;
1284  if(iint ==20) WeightPtr = weight_20;
1285  if(iint ==21) WeightPtr = weight_21;
1286  if(iint ==22) WeightPtr = weight_22;
1287  if(iint ==23) WeightPtr = weight_23;
1288  if(iint ==24) WeightPtr = weight_24;
1289 
1290  for(int ibin = 0; ibin<25; ++ibin){
1291  WeightOOTPU_[iint][ibin] = *(WeightPtr+ibin);
1292  }
1293  }
1294 
1295  }
1296 
1297 
1298  double ITweight( int npv ){
1299  int bin = weights_->GetXaxis()->FindBin( npv );
1300  return weights_->GetBinContent( bin );
1301  }
1302 
1303  double ITweight3BX( float ave_int ){
1304  int bin = weights_->GetXaxis()->FindBin( ave_int );
1305  return weights_->GetBinContent( bin );
1306  }
1307 
1308  double weight( float n_int ){
1309  int bin = weights_->GetXaxis()->FindBin( n_int );
1310  return weights_->GetBinContent( bin );
1311  }
1312 
1313 
1314  double weight3D( int pv1, int pv2, int pv3 ) {
1315 
1316  using std::min;
1317 
1318  int npm1 = min(pv1,34);
1319  int np0 = min(pv2,34);
1320  int npp1 = min(pv3,34);
1321 
1322  return Weight3D_[npm1][np0][npp1];
1323 
1324  }
1325 
1326 
1327 
1328  double weightOOT( int npv_in_time, int npv_m50nsBX ){
1329 
1330  static const double Correct_Weights2011[25] = { // residual correction to match lumi spectrum
1331  5.30031,
1332  2.07903,
1333  1.40729,
1334  1.27687,
1335  1.0702,
1336  0.902094,
1337  0.902345,
1338  0.931449,
1339  0.78202,
1340  0.824686,
1341  0.837735,
1342  0.910261,
1343  1.01394,
1344  1.1599,
1345  1.12778,
1346  1.58423,
1347  1.78868,
1348  1.58296,
1349  2.3291,
1350  3.86641,
1351  0,
1352  0,
1353  0,
1354  0,
1355  0
1356  };
1357 
1358 
1359  if(FirstWarning_) {
1360 
1361  std::cout << " **** Warning: Out-of-time pileup reweighting appropriate only for PU_S3 **** " << std::endl;
1362  std::cout << " **** will be applied **** " << std::endl;
1363 
1364  FirstWarning_ = false;
1365 
1366  }
1367 
1368 
1369  // Note: for the "uncorrelated" out-of-time pileup, reweighting is only done on the 50ns
1370  // "late" bunch (BX=+1), since that is basically the only one that matters in terms of
1371  // energy deposition.
1372 
1373  if(npv_in_time < 0) {
1374  std::cerr << " no in-time beam crossing found\n! " ;
1375  std::cerr << " Returning event weight=0\n! ";
1376  return 0.;
1377  }
1378  if(npv_m50nsBX < 0) {
1379  std::cerr << " no out-of-time beam crossing found\n! " ;
1380  std::cerr << " Returning event weight=0\n! ";
1381  return 0.;
1382  }
1383 
1384  int bin = weights_->GetXaxis()->FindBin( npv_in_time );
1385 
1386  double inTimeWeight = weights_->GetBinContent( bin );
1387 
1388  double TotalWeight = 1.0;
1389 
1390 
1391  TotalWeight = inTimeWeight * WeightOOTPU_[bin-1][npv_m50nsBX] * Correct_Weights2011[bin-1];
1392 
1393 
1394  return TotalWeight;
1395 
1396  }
1397 
1398  protected:
1399 
1405  TFile *dataFile_;
1406  TH1F *weights_;
1407 
1408  //keep copies of normalized distributions:
1409  TH1F* MC_distr_;
1411 
1412  double WeightOOTPU_[25][25];
1413  double Weight3D_[50][50][50];
1414 
1416 
1417 
1418  };
1419 }
1420 
1421 
1422 
1423 #endif
LumiReWeighting(std::string generatedFile, std::string dataFile, std::string GenHistName, std::string DataHistName)
void weight3D_init(float ScaleFactor, std::string WeightOutputFile="")
int iint
T x() const
Cartesian x coordinate.
void weight3D_set(std::string WeightFileName)
LumiReWeighting(const std::vector< float > &MC_distr, const std::vector< float > &Lumi_distr)
T min(T a, T b)
Definition: MathUtil.h:58
base
Make Sure CMSSW is Setup ##.
double weightOOT(int npv_in_time, int npv_m50nsBX)
int k[5][pyjets_maxn]
bin
set the eta bin as selection string.
double weight3D(int pv1, int pv2, int pv3)
int factorial(int n)
factorial function