ExptSmearingFunctions.hh

// -*- C++ -*-
#ifndef RIVET_ExptSmearingFunctions_HH
#define RIVET_ExptSmearingFunctions_HH
 
#include "Rivet/Tools/MomentumSmearingFunctions.hh"
#include "Rivet/Tools/ParticleSmearingFunctions.hh"
#include "Rivet/Tools/JetSmearingFunctions.hh"
 
namespace Rivet {
 

 


  inline double ELECTRON_RECOEFF_ATLAS_RUN1(const Particle& e) {
    if (e.abspid() != PID::ELECTRON) return 0;
    if (e.abseta() > 2.5) return 0;
    if (e.pT() < 10*GeV) return 0;
    return (e.abseta() < 1.5) ? 0.95 : 0.85;
  }

  inline double ELECTRON_RECOEFF_ATLAS_RUN2(const Particle& e) {
    if (e.abspid() != PID::ELECTRON) return 0;
    const double et = e.Et();
    if (e.abseta() > 2.5 || e.Et() < 2*GeV) return 0;
    if (et > 25*GeV) return 0.97;
    if (et > 10*GeV) return 0.92 + (et/GeV-10)/15.*0.05;
    if (et >  6*GeV) return 0.85 + (et/GeV-6)/4.*0.07;
    if (et >  5*GeV) return 0.70 + (et/GeV-5)/1.*0.15;
    if (et >  2*GeV) return 0.00 + (et/GeV-2)/3.*0.70;
    return 0;
  }
 

  inline double ELECTRON_EFF_ATLAS_RUN2_LOOSE(const Particle& e) {
    if (e.abspid() != PID::ELECTRON) return 0;
 
    // Manually symmetrised eta eff histogram
    const static vector<double> edges_eta = { 0.0,   0.1,   0.8,   1.37,  1.52,  2.01,  2.37,  2.47 };
    const static vector<double> effs_eta  = { 0.950, 0.965, 0.955, 0.885, 0.950, 0.935, 0.90 };
    // Et eff histogram (10-20 is a guess)
    const static vector<double> edges_et = { 0,   10,   20,   25,   30,   35,   40,    45,    50,   60,  80 };
    const static vector<double> effs_et  = { 0.0, 0.90, 0.91, 0.92, 0.94, 0.95, 0.955, 0.965, 0.97, 0.98, 0.98 };//Extra value extrapolated for overflow
 
    if (e.abseta() > 2.47) return 0.0; // no ID outside the tracker
 
    const int i_eta = binIndex(e.abseta(), edges_eta);
    const int i_et = binIndex(e.Et()/GeV, edges_et, true);
    const double eff = effs_et[i_et] * effs_eta[i_eta] / 0.95; //< norm factor as approximate double differential
    return min(eff, 1.0) * ELECTRON_RECOEFF_ATLAS_RUN2(e);
  }

  inline double ELECTRON_EFF_ATLAS_RUN1_LOOSE(const Particle& e) {
    return ELECTRON_EFF_ATLAS_RUN2_LOOSE(e);
  }
 

  inline double ELECTRON_EFF_ATLAS_RUN1_MEDIUM(const Particle& e) {
    if (e.abspid() != PID::ELECTRON) return 0;
 
    const static vector<double> eta_edges_10 = {0.000, 0.049, 0.454, 1.107, 1.46, 1.790, 2.277, 2.500};
    const static vector<double> eta_vals_10  = {0.730, 0.757, 0.780, 0.771, 0.77, 0.777, 0.778};
 
    const static vector<double> eta_edges_15 = {0.000, 0.053, 0.456, 1.102, 1.463, 1.783, 2.263, 2.500};
    const static vector<double> eta_vals_15  = {0.780, 0.800, 0.819, 0.759, 0.749, 0.813, 0.829};
 
    const static vector<double> eta_edges_20 = {0.000, 0.065, 0.362, 0.719, 0.980, 1.289, 1.455, 1.681, 1.942, 2.239, 2.452, 2.500};
    const static vector<double> eta_vals_20  = {0.794, 0.806, 0.816, 0.806, 0.797, 0.774, 0.764, 0.788, 0.793, 0.806, 0.825};
 
    const static vector<double> eta_edges_25 = {0.000, 0.077, 0.338, 0.742, 1.004, 1.265, 1.467, 1.692, 1.940, 2.227, 2.452, 2.500};
    const static vector<double> eta_vals_25  = {0.833, 0.843, 0.853, 0.845, 0.839, 0.804, 0.790, 0.825, 0.830, 0.833, 0.839};
 
    const static vector<double> eta_edges_30 = {0.000, 0.077, 0.350, 0.707, 0.980, 1.289, 1.479, 1.681, 1.942, 2.239, 2.441, 2.500};
    const static vector<double> eta_vals_30  = {0.863, 0.872, 0.881, 0.874, 0.870, 0.824, 0.808, 0.847, 0.845, 0.840, 0.842};
 
    const static vector<double> eta_edges_35 = {0.000, 0.058, 0.344, 0.700, 1.009, 1.270, 1.458, 1.685, 1.935, 2.231, 2.468, 2.500};
    const static vector<double> eta_vals_35  = {0.878, 0.889, 0.901, 0.895, 0.893, 0.849, 0.835, 0.868, 0.863, 0.845, 0.832};
 
    const static vector<double> eta_edges_40 = {0.000, 0.047, 0.355, 0.699, 0.983, 1.280, 1.446, 1.694, 1.943, 2.227, 2.441, 2.500};
    const static vector<double> eta_vals_40  = {0.894, 0.901, 0.909, 0.905, 0.904, 0.875, 0.868, 0.889, 0.876, 0.848, 0.827};
 
    const static vector<double> eta_edges_45 = {0.000, 0.058, 0.356, 0.712, 0.997, 1.282, 1.459, 1.686, 1.935, 2.220, 2.444, 2.500};
    const static vector<double> eta_vals_45  = {0.900, 0.911, 0.923, 0.918, 0.917, 0.897, 0.891, 0.904, 0.894, 0.843, 0.796};
 
    const static vector<double> eta_edges_50 = {0.000, 0.059, 0.355, 0.711, 0.983, 1.280, 1.469, 1.682, 1.919, 2.227, 2.441, 2.500};
    const static vector<double> eta_vals_50  = {0.903, 0.913, 0.923, 0.922, 0.923, 0.903, 0.898, 0.908, 0.895, 0.831, 0.774};
 
    const static vector<double> eta_edges_60 = {0.000, 0.053, 0.351, 0.720, 1.006, 1.291, 1.469, 1.696, 1.946, 2.243, 2.455, 2.500};
    const static vector<double> eta_vals_60  = {0.903, 0.917, 0.928, 0.924, 0.927, 0.915, 0.911, 0.915, 0.899, 0.827, 0.760};
 
    const static vector<double> eta_edges_80 = {0.000, 0.053, 0.351, 0.720, 0.994, 1.292, 1.482, 1.708, 1.934, 2.220, 2.458, 2.500};
    const static vector<double> eta_vals_80  = {0.936, 0.942, 0.952, 0.956, 0.956, 0.934, 0.931, 0.944, 0.933, 0.940, 0.948};
 
    const static vector<double> et_edges = { 10, 15, 20, 25, 30, 35, 40, 45, 50, 60, 80 };
    const static vector< vector<double> > et_eta_edges = { eta_edges_10, eta_edges_15, eta_edges_20, eta_edges_25, eta_edges_30, eta_edges_35, eta_edges_40, eta_edges_45, eta_edges_50, eta_edges_60, eta_edges_80 };
    const static vector< vector<double> > et_eta_vals  = { eta_vals_10, eta_vals_15, eta_vals_20, eta_vals_25, eta_vals_30, eta_vals_35, eta_vals_40, eta_vals_45, eta_vals_50, eta_vals_60, eta_vals_80 };
 
    if (e.abseta() > 2.5 || e.Et() < 10*GeV) return 0.0;
    const int i_et = binIndex(e.Et()/GeV, et_edges, true);
    const int i_eta = binIndex(e.abseta(), et_eta_edges[i_et]);
    return et_eta_vals[i_et][i_eta] * ELECTRON_RECOEFF_ATLAS_RUN1(e);
  }

  inline double ELECTRON_EFF_ATLAS_RUN2_MEDIUM(const Particle& e) {
    if (e.abspid() != PID::ELECTRON) return 0;
    return 1.01 * ELECTRON_EFF_ATLAS_RUN1_MEDIUM(e);
  }
 

  inline double ELECTRON_EFF_ATLAS_RUN1_TIGHT(const Particle& e) {
    if (e.abspid() != PID::ELECTRON) return 0;
 
    const static vector<double> eta_edges_10 = {0.000, 0.049, 0.459, 1.100, 1.461, 1.789, 2.270, 2.500};
    const static vector<double> eta_vals_10  = {0.581, 0.632, 0.668, 0.558, 0.548, 0.662, 0.690};
 
    const static vector<double> eta_edges_15 = {0.000, 0.053, 0.450, 1.096, 1.463, 1.783, 2.269, 2.500};
    const static vector<double> eta_vals_15 =  {0.630, 0.678, 0.714, 0.633, 0.616, 0.700, 0.733};
 
    const static vector<double> eta_edges_20 = {0.000, 0.065, 0.362, 0.719, 0.992, 1.277, 1.479, 1.692, 1.930, 2.227, 2.464, 2.500};
    const static vector<double> eta_vals_20 =  {0.653, 0.695, 0.735, 0.714, 0.688, 0.635, 0.625, 0.655, 0.680, 0.691, 0.674};
 
    const static vector<double> eta_edges_25 = {0.000, 0.077, 0.362, 0.719, 0.992, 1.300, 1.479, 1.692, 1.942, 2.227, 2.464, 2.500};
    const static vector<double> eta_vals_25 =  {0.692, 0.732, 0.768, 0.750, 0.726, 0.677, 0.667, 0.692, 0.710, 0.706, 0.679};
 
    const static vector<double> eta_edges_30 = {0.000, 0.053, 0.362, 0.719, 1.004, 1.277, 1.467, 1.681, 1.954, 2.239, 2.452, 2.500};
    const static vector<double> eta_vals_30 =  {0.724, 0.763, 0.804, 0.789, 0.762, 0.702, 0.690, 0.720, 0.731, 0.714, 0.681};
 
    const static vector<double> eta_edges_35 = {0.000, 0.044, 0.342, 0.711, 0.971, 1.280, 1.456, 1.683, 1.944, 2.218, 2.442, 2.500};
    const static vector<double> eta_vals_35 =  {0.736, 0.778, 0.824, 0.811, 0.784, 0.730, 0.718, 0.739, 0.743, 0.718, 0.678};
 
    const static vector<double> eta_edges_40 = {0.000, 0.047, 0.355, 0.699, 0.983, 1.268, 1.457, 1.671, 1.931, 2.204, 2.453, 2.500};
    const static vector<double> eta_vals_40 =  {0.741, 0.774, 0.823, 0.823, 0.802, 0.764, 0.756, 0.771, 0.771, 0.734, 0.684};
 
    const static vector<double> eta_edges_45 = {0.000, 0.056, 0.354, 0.711, 0.984, 1.280, 1.458, 1.684, 1.945, 2.207, 2.442, 2.500};
    const static vector<double> eta_vals_45 =  {0.758, 0.792, 0.841, 0.841, 0.823, 0.792, 0.786, 0.796, 0.794, 0.734, 0.663};
 
    const static vector<double> eta_edges_50 = {0.000, 0.059, 0.355, 0.699, 0.983, 1.268, 1.446, 1.682, 1.943, 2.216, 2.453, 2.500};
    const static vector<double> eta_vals_50 =  {0.771, 0.806, 0.855, 0.858, 0.843, 0.810, 0.800, 0.808, 0.802, 0.730, 0.653};
 
    const static vector<double> eta_edges_60 = {0.000, 0.050, 0.350, 0.707, 0.981, 1.278, 1.468, 1.694, 1.944, 2.242, 2.453, 2.500};
    const static vector<double> eta_vals_60 =  {0.773, 0.816, 0.866, 0.865, 0.853, 0.820, 0.812, 0.817, 0.804, 0.726, 0.645};
 
    const static vector<double> eta_edges_80 = {0.000, 0.051, 0.374, 0.720, 0.981, 1.279, 1.468, 1.707, 1.945, 2.207, 2.457, 2.500};
    const static vector<double> eta_vals_80 =  {0.819, 0.855, 0.899, 0.906, 0.900, 0.869, 0.865, 0.873, 0.869, 0.868, 0.859};
 
    const static vector<double> et_edges = { 10, 15, 20, 25, 30, 35, 40, 45, 50, 60, 80 };
    const static vector< vector<double> > et_eta_edges = { eta_edges_10, eta_edges_15, eta_edges_20, eta_edges_25, eta_edges_30, eta_edges_35, eta_edges_40, eta_edges_45, eta_edges_50, eta_edges_60, eta_edges_80 };
    const static vector< vector<double> > et_eta_vals  = { eta_vals_10, eta_vals_15, eta_vals_20, eta_vals_25, eta_vals_30, eta_vals_35, eta_vals_40, eta_vals_45, eta_vals_50, eta_vals_60, eta_vals_80 };
 
    if (e.abseta() > 2.5 || e.Et() < 10*GeV) return 0.0;
    const int i_et = binIndex(e.Et()/GeV, et_edges, true);
    const int i_eta = binIndex(e.abseta(), et_eta_edges[i_et]);
    return et_eta_vals[i_et][i_eta] * ELECTRON_RECOEFF_ATLAS_RUN1(e);
  }

  inline double ELECTRON_EFF_ATLAS_RUN2_TIGHT(const Particle& e) {
    if (e.abspid() != PID::ELECTRON) return 0;
    const static vector<double> et_edges = { /* 10, 15, */ 20, 25, 30, 35, 40, 45, 50, 60, 80 };
    const static vector<double> et_effs = { 0.785, 0.805, 0.820, 0.830, 0.840, 0.850, 0.875, 0.910, 0.910 }; //Extra value extrapolated for overflow
    const static vector<double> eta_edges = {0.000, 0.051, 0.374, 0.720, 0.981, 1.279, 1.468, 1.707, 1.945, 2.207, 2.457, 2.500}; // from ET > 80 bin
    const static vector<double> eta_refs =    {0.819, 0.855, 0.899, 0.906, 0.900, 0.869, 0.865, 0.873, 0.869, 0.868, 0.859};
    if (e.abseta() > 2.5 || e.Et() < 20*GeV) return 0.0;
    const int i_et = binIndex(e.Et()/GeV, et_edges, true);
    const int i_eta = binIndex(e.abseta(), eta_edges);
    const double eff_et = et_effs[i_et]; //< integral eff
    // Scale to |eta| shape, following the ~85% efficient high-ET bin from Run 1
    const double eff = eff_et * (eta_refs[i_eta]/0.85) * ELECTRON_RECOEFF_ATLAS_RUN2(e);
    //return ELECTRON_IDEFF_ATLAS_RUN1_TIGHT(e);
    return eff;
  }
 
 

  inline Particle ELECTRON_SMEAR_ATLAS_RUN1(const Particle& e) {
    static const vector<double> edges_eta = {0., 2.5, 3.};
    static const vector<double> edges_pt = {0., 0.1, 25.};
    static const vector<double> e2s = {0.000, 0.015, 0.005,
                                       0.005, 0.005, 0.005,
                                       0.107, 0.107, 0.107};
    static const vector<double> es = {0.00, 0.00, 0.05,
                                      0.05, 0.05, 0.05,
                                      2.08, 2.08, 2.08};
    static const vector<double> cs = {0.00, 0.00, 0.25,
                                      0.25, 0.25, 0.25,
                                      0.00, 0.00, 0.00};
 
    const int i_eta = binIndex(e.abseta(), edges_eta, true);
    const int i_pt = binIndex(e.pT()/GeV, edges_pt, true);
    const int i = i_eta*edges_pt.size() + i_pt;
 
    // Calculate absolute resolution in GeV
    const double c1 = sqr(e2s[i]), c2 = sqr(es[i]), c3 = sqr(cs[i]);
    const double resolution = sqrt(c1*e.E2() + c2*e.E() + c3) * GeV;
 
    // normal_distribution<> d(e.E(), resolution);
    // const double mass = e.mass2() > 0 ? e.mass() : 0; //< numerical carefulness...
    // const double smeared_E = max(d(gen), mass); //< can't let the energy go below the mass!
    // return Particle(e.pid(), FourMomentum::mkEtaPhiME(e.eta(), e.phi(), mass, smeared_E));
    return Particle(e.pid(), P4_SMEAR_E_GAUSS(e, resolution));
  }
 

  inline Particle ELECTRON_SMEAR_ATLAS_RUN2(const Particle& e) {
    return ELECTRON_SMEAR_ATLAS_RUN1(e);
  }
 

 
 

  inline double ELECTRON_EFF_CMS_RUN1(const Particle& e) {
    if (e.abspid() != PID::ELECTRON) return 0;
    if (e.abseta() > 2.5) return 0;
    if (e.pT() < 10*GeV) return 0;
    return (e.abseta() < 1.5) ? 0.95 : 0.85;
  }

  inline double ELECTRON_EFF_CMS_RUN1_LOOSE(const Particle& e) { return ELECTRON_EFF_CMS_RUN1(e); }
  inline double ELECTRON_EFF_CMS_RUN1_MEDIUM(const Particle& e) { return ELECTRON_EFF_CMS_RUN1(e); }
  inline double ELECTRON_EFF_CMS_RUN1_TIGHT(const Particle& e) { return ELECTRON_EFF_CMS_RUN1(e); }
 

  inline double ELECTRON_EFF_CMS_RUN2(const Particle& e) {
    if (e.abspid() != PID::ELECTRON) return 0;
    return ELECTRON_EFF_CMS_RUN1(e);
  }

  inline double ELECTRON_EFF_CMS_RUN2_LOOSE(const Particle& e) { return ELECTRON_EFF_CMS_RUN2(e); }
  inline double ELECTRON_EFF_CMS_RUN2_MEDIUM(const Particle& e) { return ELECTRON_EFF_CMS_RUN2(e); }
  inline double ELECTRON_EFF_CMS_RUN2_TIGHT(const Particle& e) { return ELECTRON_EFF_CMS_RUN2(e); }
 

  inline Particle ELECTRON_SMEAR_CMS_RUN1(const Particle& e) {
    // Calculate absolute resolution in GeV from functional form
    double resolution = 0;
    const double abseta = e.abseta();
    if (e.pT() > 0.1*GeV && abseta < 2.5) { //< should be a given from efficiencies
      if (abseta < 0.5) {
        resolution = add_quad(0.06, 1.3e-3 * e.pT()/GeV) * GeV;
      } else if (abseta < 1.5) {
        resolution = add_quad(0.10, 1.7e-3 * e.pT()/GeV) * GeV;
      } else { // still |eta| < 2.5
        resolution = add_quad(0.25, 3.1e-3 * e.pT()/GeV) * GeV;
      }
    }
 
    // normal_distribution<> d(e.E(), resolution);
    // const double mass = e.mass2() > 0 ? e.mass() : 0; //< numerical carefulness...
    // const double smeared_E = max(d(gen), mass); //< can't let the energy go below the mass!
    // return Particle(e.pid(), FourMomentum::mkEtaPhiME(e.eta(), e.phi(), mass, smeared_E));
    return Particle(e.pid(), P4_SMEAR_E_GAUSS(e, resolution));
  }

  inline Particle ELECTRON_SMEAR_CMS_RUN2(const Particle& e) {
    return ELECTRON_SMEAR_CMS_RUN1(e);
  }

 
 


  inline double PHOTON_EFF_ATLAS_RUN1(const Particle& y) {
    if (y.abspid() != PID::PHOTON) return 0; 
 
    if (y.pT() < 10*GeV) return 0;
    if (inRange(y.abseta(), 1.37, 1.52) || y.abseta() > 2.37) return 0;
 
    static const vector<double> edges_eta = {0., 0.6, 1.37, 1.52, 1.81, 2.37};
    static const vector<double> edges_pt = {10., 15., 20., 25., 30., 35., 40., 45.,
                                            50., 60., 80., 100., 125., 150., 175., 250.};
    static const vector<double> effs = {0.53, 0.65, 0.73, 0.83, 0.86, 0.93, 0.94, 0.96,
                                        0.97, 0.98, 0.98, 0.98, 0.98, 0.98, 0.98, 0.98,//
                                        0.45, 0.57, 0.67, 0.74, 0.84, 0.87, 0.93, 0.94,
                                        0.95, 0.96, 0.97, 0.98, 0.98, 0.99, 0.99, 0.99,//
                                        0.00, 0.00, 0.00, 0.00, 0.00, 0.00, 0.00, 0.00,
                                        0.00, 0.00, 0.00, 0.00, 0.00, 0.00, 0.00, 0.00,//
                                        0.48, 0.56, 0.68, 0.76, 0.86, 0.90, 0.93, 0.95,
                                        0.96, 0.97, 0.98, 0.99, 0.99, 1.00, 1.00, 1.00,//
                                        0.50, 0.61, 0.74, 0.82, 0.88, 0.92, 0.94, 0.95,
                                        0.96, 0.97, 0.98, 0.98, 0.98, 0.98, 0.99, 0.99};
 
    const int i_eta = binIndex(y.abseta(), edges_eta);
    const int i_pt = binIndex(y.pT()/GeV, edges_pt, true);
    const int i = i_eta*edges_pt.size() + i_pt;
    const double eff = effs[i];
    return eff;
  }

  inline double PHOTON_EFF_ATLAS_RUN1_LOOSE(const Particle& y) { return PHOTON_EFF_ATLAS_RUN1(y); }
  inline double PHOTON_EFF_ATLAS_RUN1_MEDIUM(const Particle& y) { return PHOTON_EFF_ATLAS_RUN1(y); }
  inline double PHOTON_EFF_ATLAS_RUN1_TIGHT(const Particle& y) { return PHOTON_EFF_ATLAS_RUN1(y); }
 

  inline double PHOTON_EFF_ATLAS_RUN2(const Particle& y) {
    if (y.abspid() != PID::PHOTON) return 0; 
 
    if (y.pT() < 10*GeV) return 0;
    if (inRange(y.abseta(), 1.37, 1.52) || y.abseta() > 2.37) return 0;
 
    static const vector<double> edges_eta = {0., 0.6, 1.37, 1.52, 1.81, 2.37};
    static const vector<double> edges_pt = {10., 15., 20., 25., 30., 35., 40., 45.,
                                            50., 60., 80., 100., 125., 150., 175., 250.};
    static const vector<double> effs = {0.55, 0.70, 0.85, 0.89, 0.93, 0.95, 0.96, 0.96,
                                        0.97, 0.97, 0.98, 0.97, 0.97, 0.97, 0.97, 0.97,//
                                        0.47, 0.66, 0.79, 0.86, 0.89, 0.94, 0.96, 0.97,
                                        0.97, 0.98, 0.97, 0.98, 0.98, 0.98, 0.98, 0.98,//
                                        0.00, 0.00, 0.00, 0.00, 0.00, 0.00, 0.00, 0.00,
                                        0.00, 0.00, 0.00, 0.00, 0.00, 0.00, 0.00, 0.00,//
                                        0.54, 0.71, 0.84, 0.88, 0.92, 0.93, 0.94, 0.95,
                                        0.96, 0.96, 0.96, 0.96, 0.96, 0.96, 0.96, 0.96,//
                                        0.61, 0.74, 0.83, 0.88, 0.91, 0.94, 0.95, 0.96,
                                        0.97, 0.98, 0.98, 0.98, 0.98, 0.98, 0.98, 0.98};
 
    const int i_eta = binIndex(y.abseta(), edges_eta);
    const int i_pt = binIndex(y.pT()/GeV, edges_pt, true);
    const int i = i_eta*edges_pt.size() + i_pt;
    const double eff = effs[i];
    return eff;
  }

  inline double PHOTON_EFF_ATLAS_RUN2_LOOSE(const Particle& y) { return PHOTON_EFF_ATLAS_RUN2(y); }
  inline double PHOTON_EFF_ATLAS_RUN2_MEDIUM(const Particle& y) { return PHOTON_EFF_ATLAS_RUN2(y); }
  inline double PHOTON_EFF_ATLAS_RUN2_TIGHT(const Particle& y) { return PHOTON_EFF_ATLAS_RUN2(y); }
 

  inline double PHOTON_EFF_CMS_RUN1(const Particle& y) {
    if (y.abspid() != PID::PHOTON) return 0; 
    if (y.pT() < 10*GeV || y.abseta() > 2.5) return 0;
    return (y.abseta() < 1.5) ? 0.95 : 0.85;
  }

  inline double PHOTON_EFF_CMS_RUN1_LOOSE(const Particle& y) { return PHOTON_EFF_CMS_RUN1(y); }
  inline double PHOTON_EFF_CMS_RUN1_MEDIUM(const Particle& y) { return PHOTON_EFF_CMS_RUN1(y); }
  inline double PHOTON_EFF_CMS_RUN1_TIGHT(const Particle& y) { return PHOTON_EFF_CMS_RUN1(y); }
 

  inline double PHOTON_EFF_CMS_RUN2(const Particle& y) {
    if (y.abspid() != PID::PHOTON) return 0; 
    return PHOTON_EFF_CMS_RUN1(y);
  }

  inline double PHOTON_EFF_CMS_RUN2_LOOSE(const Particle& y) { return PHOTON_EFF_CMS_RUN2(y); }
  inline double PHOTON_EFF_CMS_RUN2_MEDIUM(const Particle& y) { return PHOTON_EFF_CMS_RUN2(y); }
  inline double PHOTON_EFF_CMS_RUN2_TIGHT(const Particle& y) { return PHOTON_EFF_CMS_RUN2(y); }
 

  inline Particle PHOTON_SMEAR_ATLAS_RUN1(const Particle& y) { return y; }
  inline Particle PHOTON_SMEAR_ATLAS_RUN2(const Particle& y) { return y; }
  inline Particle PHOTON_SMEAR_CMS_RUN1(const Particle& y) { return y; }
  inline Particle PHOTON_SMEAR_CMS_RUN2(const Particle& y) { return y; }

 
 


  inline double MUON_EFF_ATLAS_RUN1(const Particle& m) {
    if (m.abspid() != PID::MUON) return 0;
    if (m.abseta() > 2.7) return 0;
    if (m.pT() < 10*GeV) return 0;
    return (m.abseta() < 1.5) ? 0.95 : 0.85;
  }

  inline double MUON_EFF_ATLAS_RUN1_LOOSE(const Particle& m) { return MUON_EFF_ATLAS_RUN1(m); }
  inline double MUON_EFF_ATLAS_RUN1_MEDIUM(const Particle& m) { return MUON_EFF_ATLAS_RUN1(m); }
  inline double MUON_EFF_ATLAS_RUN1_TIGHT(const Particle& m) { return MUON_EFF_ATLAS_RUN1(m); }
 

  inline double MUON_RECOEFF_ATLAS_RUN2(const Particle& m) {
    if (m.abspid() != PID::MUON) return 0;
    if (m.abseta() > 2.5) return 0;
    if (m.abseta() < 0.1) return 0.61;
    // if (m.pT() < 10*GeV) return 0;
    return (m.abseta() < 1) ? 0.98 : 0.99;
  }
 

  inline double MUON_ISOEFF_ATLAS_RUN2_LOOSE(const Particle& m) {
    if (m.abspid() != PID::MUON) return 0;
    static const vector<double> edges_pt = {0., 3.,   4.,   5.,   6.,   7.,   8.,   9.,   10.,  15.,  20.,  30.,  40.};
    static const vector<double> effs_pt =  {0., 0.58, 0.70, 0.75, 0.80, 0.82, 0.85, 0.87, 0.90, 0.95, 0.98, 1.00, 1.00};
    const int i_pt = binIndex(m.pT()/GeV, edges_pt, true);
    const double eff_pt = effs_pt[i_pt];
    return eff_pt;
  }
 

  inline double MUON_EFF_ATLAS_RUN2_LOOSE(const Particle& m) {
    if (m.abspid() != PID::MUON) return 0;
    if (m.abseta() > 2.5) return 0;
    static const vector<double> edges_pt = {0.,   3.5,  4.,   5.,   6.,   7.,   8.,   10.};
    static const vector<double> effs =     {0.00, 0.88, 0.92, 0.97, 0.98, 0.98, 0.98, 0.99};
    const int i_pt = binIndex(m.pT()/GeV, edges_pt, true);
    const double eff = effs[i_pt];
    // no eta dependence
    return eff * MUON_ISOEFF_ATLAS_RUN2_LOOSE(m);
  }
 

  inline double MUON_EFF_ATLAS_RUN2_MEDIUM(const Particle& m) {
    if (m.abspid() != PID::MUON) return 0;
    if (m.abseta() > 2.5) return 0;
    static const vector<double> edges_pt = {0.,   3.5,  4.,   5.,   6.,   7.,   8.,   9.,   10.,  12.,  14.,  16.,  18.,  20.,  25.,  30.,  35.,  40.,  45.,  50.};
    static const vector<double> effs_pt =  {0.00, 0.48, 0.62, 0.82, 0.94, 0.95, 0.96, 0.96, 0.97, 0.97, 0.97, 0.97, 0.97, 0.98, 0.98, 0.98, 0.98, 0.98, 0.98, 0.98};
    const int i_pt = binIndex(m.pT()/GeV, edges_pt, true);
    const double eff_pt = effs_pt[i_pt];
    static const vector<double> edges_eta = {0.,   0.25, 0.50, 0.75, 1.00, 1.25, 1.50, 1.75, 2.00, 2.25, 2.50};
    static const vector<double> effs_eta =  {0.85, 0.99, 0.99, 0.99, 0.99, 0.99, 0.99, 0.99, 0.99, 0.99, 0.99};
    const int i_eta = binIndex(m.abseta(), edges_eta, true);
    const double eff_eta = effs_eta[i_eta] / 0.99; //< norm factor as approximate double differential
    return eff_pt*eff_eta * MUON_ISOEFF_ATLAS_RUN2_LOOSE(m);
  }
 

  inline double MUON_EFF_ATLAS_RUN2_TIGHT(const Particle& m) {
    if (m.abspid() != PID::MUON) return 0;
    if (m.abseta() > 2.5) return 0;
    static const vector<double> edges_pt = {0.,   3.5,  4.,   5.,   6.,   7.,   8.,   9.,   10.,  12.,  14.,  16.,  18.,  20.};
    static const vector<double> effs_pt =  {0.00, 0.00, 0.68, 0.81, 0.85, 0.88, 0.89, 0.90, 0.91, 0.92, 0.92, 0.92, 0.93, 0.93};
    const int i_pt = binIndex(m.pT()/GeV, edges_pt, true);
    const double eff_pt = effs_pt[i_pt];
    static const vector<double> edges_eta = {0.,   0.25, 0.50, 0.75, 1.00, 1.25, 1.50, 1.75, 2.00, 2.25, 2.50};
    static const vector<double> effs_eta =  {0.78, 0.94, 0.96, 0.96, 0.96, 0.96, 0.96, 0.96, 0.96, 0.96, 0.96};
    const int i_eta = binIndex(m.abseta(), edges_eta, true);
    const double eff_eta = effs_eta[i_eta] / 0.96; //< norm factor as approximate double differential
    return eff_pt*eff_eta * MUON_ISOEFF_ATLAS_RUN2_LOOSE(m);
  }
 

  inline Particle MUON_SMEAR_ATLAS_RUN1(const Particle& m) {
    static const vector<double> edges_eta = {0, 1.5, 2.5};
    static const vector<double> edges_pt = {0, 0.1, 1.0, 10., 200.};
    static const vector<double> res = {0., 0.03, 0.02, 0.03, 0.05,
                                       0., 0.04, 0.03, 0.04, 0.05};
 
    const int i_eta = binIndex(m.abseta(), edges_eta);
    const int i_pt = binIndex(m.pT()/GeV, edges_pt, true);
    const int i = i_eta*edges_pt.size() + i_pt;
    const double resolution_fixed = res[i];
 
    // For pT > 200 GeV, add an ad-hoc linear scaling to follow the trend of
    // https://arxiv.org/pdf/2012.00578 Fig 2 but without the high-pT working point,
    // slightly generously hitting 45% rather than 66% at 2500 GeV.
    const double resolution = resolution_fixed *
      (1.0 + max(0.0, (((0.45-0.05)/0.05 - 1.0)/2300) * (m.pT() - 200*GeV)/GeV));
 
    // Smear by a Gaussian centered on the current pT, with width given by the resolution
    // normal_distribution<> d(m.pT(), resolution*m.pT());
    // const double smeared_pt = max(d(gen), 0.);
    // const double mass = m.mass2() > 0 ? m.mass() : 0; //< numerical carefulness...
    // return Particle(m.pid(), FourMomentum::mkEtaPhiMPt(m.eta(), m.phi(), mass, smeared_pt));
    return Particle(m.pid(), P4_SMEAR_PT_GAUSS(m, resolution*m.pT()));
  }

  inline Particle MUON_SMEAR_ATLAS_RUN2(const Particle& m) {
    // Low-pT res limit:
    double mres_pt = 0.015;
    // Hit sig_mm / m_mm ~ 0.025 at 100 GeV cf. Fig 12:
    if (m.pT() > 50*GeV) mres_pt = 0.015 + 0.01*(m.pT() - 50*GeV)/(50*GeV);
    // Hit sig(q/p) = 32% / sqrt(2) at pT = 2500 cf. Fig 2, degrade linearly:
    if (m.pT() > 100*GeV) mres_pt = 0.025 + 0.0084*(m.pT() - 100*GeV)/(100*GeV);
    const double ptres_pt = SQRT2 * mres_pt; //< from Eq (10)
    const double resolution = (m.abseta() < 1.5 ? 1.0 : 1.25) * ptres_pt;
    return Particle(m.pid(), P4_SMEAR_PT_GAUSS(m, resolution*m.pT()));
  }

  inline double MUON_EFF_CMS_RUN1(const Particle& m) {
    if (m.abspid() != PID::MUON) return 0;
    if (m.abseta() > 2.4) return 0;
    if (m.pT() < 10*GeV) return 0;
    return 0.95 * (m.abseta() < 1.5 ? 1 : exp(0.5 - 5e-4*m.pT()/GeV));
  }

  inline double MUON_EFF_CMS_RUN1_LOOSE(const Particle& m) { return MUON_EFF_CMS_RUN1(m); }
  inline double MUON_EFF_CMS_RUN1_MEDIUM(const Particle& m) { return MUON_EFF_CMS_RUN1(m); }
  inline double MUON_EFF_CMS_RUN1_TIGHT(const Particle& m) { return MUON_EFF_CMS_RUN1(m); }
 

  inline double MUON_EFF_CMS_RUN2(const Particle& m) {
    return MUON_EFF_CMS_RUN1(m);
  }

  inline double MUON_EFF_CMS_RUN2_LOOSE(const Particle& m) { return MUON_EFF_CMS_RUN2(m); }
  inline double MUON_EFF_CMS_RUN2_MEDIUM(const Particle& m) { return MUON_EFF_CMS_RUN2(m); }
  inline double MUON_EFF_CMS_RUN2_TIGHT(const Particle& m) { return MUON_EFF_CMS_RUN2(m); }
 
 

  inline Particle MUON_SMEAR_CMS_RUN1(const Particle& m) {
    // Calculate fractional resolution
    // for pT > 0.1 GeV, mom resolution = |eta| < 0.5 -> sqrt(0.01^2 + pt^2 * 2.0e-4^2)
    //                                    |eta| < 1.5 -> sqrt(0.02^2 + pt^2 * 3.0e-4^2)
    //                                    |eta| < 2.5 -> sqrt(0.05^2 + pt^2 * 2.6e-4^2)
    double resolution = 0;
    const double abseta = m.abseta();
    if (m.pT() > 0.1*GeV && abseta < 2.5) {
      if (abseta < 0.5) {
        resolution = add_quad(0.01, 2.0e-4 * m.pT()/GeV);
      } else if (abseta < 1.5) {
        resolution = add_quad(0.02, 3.0e-4 * m.pT()/GeV);
      } else { // still |eta| < 2.5... but isn't CMS' mu acceptance < 2.4?
        resolution = add_quad(0.05, 2.6e-4 * m.pT()/GeV);
      }
    }
 
    // Smear by a Gaussian centered on the current pT, with width given by the resolution
    // normal_distribution<> d(m.pT(), resolution*m.pT());
    // const double smeared_pt = max(d(gen), 0.);
    // const double mass = m.mass2() > 0 ? m.mass() : 0; //< numerical carefulness...
    // return Particle(m.pid(), FourMomentum::mkEtaPhiMPt(m.eta(), m.phi(), mass, smeared_pt));
    return Particle(m.pid(), P4_SMEAR_PT_GAUSS(m, resolution*m.pT()));
  }

  inline Particle MUON_SMEAR_CMS_RUN2(const Particle& m) {
    return MUON_SMEAR_CMS_RUN1(m);
  }

 
 


  inline double TAU_EFF_ATLAS_RUN1_MEDIUM(const Particle& t) {
    if (t.abseta() > 2.5) return 0; //< hmm... mostly
    if (inRange(t.abseta(), 1.37, 1.52)) return 0; //< crack region
    double pThadvis = 0;
    Particles chargedhadrons;
    for (const Particle& p : t.children()) {
      if (p.isHadron()) {
        pThadvis += p.pT(); //< right definition? Paper is unclear
        if (p.charge3() != 0 && p.abseta() < 2.5 && p.pT() > 1*GeV) chargedhadrons += p;
      }
    }
    if (chargedhadrons.empty()) return 0; //< leptonic tau
    if (pThadvis < 20*GeV) return 0; //< below threshold
    if (pThadvis < 40*GeV) {
      if (chargedhadrons.size() == 1) return (t.abspid() == PID::TAU) ? 0.56 : 0; //1/20.;
      if (chargedhadrons.size() == 3) return (t.abspid() == PID::TAU) ? 0.38 : 0; //1/100.;
    } else {
      if (chargedhadrons.size() == 1) return (t.abspid() == PID::TAU) ? 0.56 : 0; //1/25.;
      if (chargedhadrons.size() == 3) return (t.abspid() == PID::TAU) ? 0.38 : 0; //1/400.;
    }
    return 0;
  }

  inline double TAU_EFF_ATLAS_RUN1(const Particle& t) { return TAU_EFF_ATLAS_RUN1_MEDIUM(t); }
  inline double TAU_EFF_ATLAS_RUN1_LOOSE(const Particle& t) { return TAU_EFF_ATLAS_RUN1(t); }
  inline double TAU_EFF_ATLAS_RUN1_TIGHT(const Particle& t) { return TAU_EFF_ATLAS_RUN1(t); }
 

  inline double TAUJET_EFF_ATLAS_RUN1(const Jet& j) {
    if (j.abseta() > 2.5) return 0; //< hmm... mostly
    if (inRange(j.abseta(), 1.37, 1.52)) return 0; //< crack region
    double pThadvis = 0;
    Particles chargedhadrons;
    for (const Particle& p : j.particles()) {
      if (p.isHadron()) {
        pThadvis += p.pT(); //< right definition? Paper is unclear
        if (p.charge3() != 0 && p.abseta() < 2.5 && p.pT() > 1*GeV) chargedhadrons += p;
      }
    }
 
    if (chargedhadrons.empty()) return 0; //< leptonic tau?
    if (pThadvis < 20*GeV) return 0; //< below threshold
 
    const Particles ttags = j.tauTags(Cuts::pT > 10*GeV);
    // MisID rates for jets without truth tau label
    if (ttags.empty()) {
      if (pThadvis < 40*GeV)
        return chargedhadrons.size() == 1 ? 1/20. : chargedhadrons.size() == 3 ? 1/100. : 0; //< fake rates
      else
        return chargedhadrons.size() == 1 ? 1/25. : chargedhadrons.size() == 3 ? 1/400. : 0; //< fake rates
    }
    // Efficiencies for jets with a truth tau label
    const Particles prongs = ttags[0].stableDescendants(Cuts::charge3 > 0 && Cuts::pT > 1*GeV && Cuts::abseta < 2.5);
    return prongs.size() == 1 ? 0.56 : 0.38;
  }
 

  inline double TAU_EFF_ATLAS_RUN2_MEDIUM(const Particle& t) {
    if (t.abspid() != PID::TAU) return 0;
    if (t.abseta() > 2.5) return 0; //< hmm... mostly
    if (inRange(t.abseta(), 1.37, 1.52)) return 0; //< crack region
    double pThadvis = 0;
    Particles chargedhadrons;
    for (const Particle& p : t.children()) {
      if (p.isHadron()) {
        pThadvis += p.pT(); //< right definition? Paper is unclear
        if (p.charge3() != 0 && p.abseta() < 2.5 && p.pT() > 1*GeV) chargedhadrons += p;
      }
    }
    if (chargedhadrons.empty()) return 0; //< leptonic tau
    if (pThadvis < 20*GeV) return 0; //< below threshold
    if (chargedhadrons.size() == 1) return (t.abspid() == PID::TAU) ? 0.55 : 0; //1/50.;
    if (chargedhadrons.size() == 3) return (t.abspid() == PID::TAU) ? 0.40 : 0; //1/110.;
    return 0;
  }

  inline double TAU_EFF_ATLAS_RUN2(const Particle& t) { return TAU_EFF_ATLAS_RUN2_MEDIUM(t); }
  inline double TAU_EFF_ATLAS_RUN2_LOOSE(const Particle& t) { return TAU_EFF_ATLAS_RUN2(t); }
  inline double TAU_EFF_ATLAS_RUN2_TIGHT(const Particle& t) { return TAU_EFF_ATLAS_RUN2(t); }
 

  inline double TAUJET_EFF_ATLAS_RUN2(const Jet& j) {
    if (j.abseta() > 2.5) return 0; //< hmm... mostly
    if (inRange(j.abseta(), 1.37, 1.52)) return 0; //< crack region
    double pThadvis = 0;
    Particles chargedhadrons;
    for (const Particle& p : j.particles()) {
      if (p.isHadron()) {
        pThadvis += p.pT(); //< right definition? Paper is unclear
        if (p.charge3() != 0 && p.abseta() < 2.5 && p.pT() > 1*GeV) chargedhadrons += p;
      }
    }
    if (chargedhadrons.empty()) return 0;
    if (pThadvis < 20*GeV) return 0; //< below threshold
    const Particles ttags = j.tauTags(Cuts::pT > 10*GeV);
    // if (ttags.empty()) {
    //   if (pThadvis < 40*GeV)
    //     return chargedhadrons.size() == 1 ? 1/50. : 1/110.; //< fake rates
    //   else
    //     return chargedhadrons.size() == 1 ? 1/25. : 1/400.; //< fake rates
    // }
    if (ttags.empty()) return chargedhadrons.size() == 1 ? 1/50. : chargedhadrons.size() == 3 ? 1/110. : 0; //< fake rates
    const Particles prongs = ttags[0].stableDescendants(Cuts::charge3 > 0 && Cuts::pT > 1*GeV && Cuts::abseta < 2.5);
    return prongs.size() == 1 ? 0.55 : 0.40;
  }
 

  inline Particle TAU_SMEAR_ATLAS_RUN1(const Particle& t) {
    // // Const fractional resolution for now
    // static const double resolution = 0.03;
 
    // // Smear by a Gaussian centered on 1 with width given by the (fractional) resolution
    // /// @todo Is this the best way to smear? Should we preserve the energy, or pT, or direction?
    // const double fsmear = max(randnorm(1., resolution), 0.);
    // const double mass = t.mass2() > 0 ? t.mass() : 0; //< numerical carefulness...
    // return Particle(t.pid(), FourMomentum::mkXYZM(t.px()*fsmear, t.py()*fsmear, t.pz()*fsmear, mass));
 
    // Jet energy resolution lookup
    //   Implemented by Matthias Danninger for GAMBIT, based roughly on
    //   https://atlas.web.cern.ch/Atlas/GROUPS/PHYSICS/CONFNOTES/ATLAS-CONF-2015-017/
    //   Parameterisation can be still improved, but eta dependence is minimal
    static const vector<double> binedges_pt = {0., 50., 70., 100., 150., 200., 1000., 10000.};
    static const vector<double> jer = {0.145, 0.115, 0.095, 0.075, 0.07, 0.05, 0.04, 0.04}; //< note overflow value
    const int ipt = binIndex(t.pT()/GeV, binedges_pt, true);
    if (ipt < 0) return t;
    const double resolution = jer.at(ipt);
 
    // Smear by a Gaussian centered on 1 with width given by the (fractional) resolution
    const double fsmear = max(randnorm(1., resolution), 0.);
    const double mass = t.mass2() > 0 ? t.mass() : 0; //< numerical carefulness...
    Particle rtn(PID::TAU, FourMomentum::mkXYZM(t.px()*fsmear, t.py()*fsmear, t.pz()*fsmear, mass));
    //if (deltaPhi(t, rtn) > 0.01) cout << "jdphi: " << deltaPhi(t, rtn) << endl;
    return rtn;
  }
 

  inline Particle TAU_SMEAR_ATLAS_RUN2(const Particle& t) {
    return TAU_SMEAR_ATLAS_RUN1(t);
  }
 

  inline double TAU_EFF_CMS_RUN1(const Particle& t) {
    if (t.abspid() != PID::TAU) return 0;
    return (t.abspid() == PID::TAU) ? 0.6 : 0;
  }

  inline double TAU_EFF_CMS_RUN1_LOOSE(const Particle& t) { return TAU_EFF_CMS_RUN1(t); }
  inline double TAU_EFF_CMS_RUN1_MEDIUM(const Particle& t) { return TAU_EFF_CMS_RUN1(t); }
  inline double TAU_EFF_CMS_RUN1_TIGHT(const Particle& t) { return TAU_EFF_CMS_RUN1(t); }

  inline double TAU_EFF_CMS_RUN2(const Particle& t) {
    if (t.abspid() != PID::TAU) return 0;
    return (t.abspid() == PID::TAU) ? 0.6 : 0;
  }

  inline double TAU_EFF_CMS_RUN2_LOOSE(const Particle& t) { return TAU_EFF_CMS_RUN2(t); }
  inline double TAU_EFF_CMS_RUN2_MEDIUM(const Particle& t) { return TAU_EFF_CMS_RUN2(t); }
  inline double TAU_EFF_CMS_RUN2_TIGHT(const Particle& t) { return TAU_EFF_CMS_RUN2(t); }
 

  inline Particle TAU_SMEAR_CMS_RUN1(const Particle& t) {
    return TAU_SMEAR_ATLAS_RUN1(t);
  }
 

  inline Particle TAU_SMEAR_CMS_RUN2(const Particle& t) {
    return TAU_SMEAR_CMS_RUN1(t);
  }

 
 


  inline double JET_BTAG_ATLAS_RUN1(const Jet& j) {
    if (j.abseta() > 2.5) return 0;
    const auto ftagsel = [&](const Particle& p){ return p.pT() > 5*GeV && deltaR(p,j) < 0.3; };
    if (j.bTagged(ftagsel)) return 0.80*tanh(0.003*j.pT()/GeV)*(30/(1+0.0860*j.pT()/GeV));
    if (j.cTagged(ftagsel)) return 0.20*tanh(0.020*j.pT()/GeV)*( 1/(1+0.0034*j.pT()/GeV));
    return 0.002 + 7.3e-6*j.pT()/GeV;
  }

  inline double JET_BTAG_ATLAS_RUN1_XXX(const Jet& j) { return JET_BTAG_ATLAS_RUN1(j); }

  inline double JET_BTAG_ATLAS_RUN2_MV2C20(const Jet& j) {
    if (j.abseta() > 2.5) return 0;
    if (j.bTagged(Cuts::pT > 5*GeV)) return 0.77;
    if (j.cTagged(Cuts::pT > 5*GeV)) return 1/4.5;
    return 1/140.;
  }

  inline double JET_BTAG_ATLAS_RUN2_MV2C10(const Jet& j) {
    if (j.abseta() > 2.5) return 0;
    if (j.bTagged(Cuts::pT > 5*GeV)) return 0.77;
    if (j.cTagged(Cuts::pT > 5*GeV)) return 1/6.0;
    return 1/134.;
  }
 
  // pT-dependendent ATLAS Run 2 (2016 study) MV2c10 b-tagging efficiencies.
  // If high-pT b-jets are important in your analysis, be careful!
  // Based on ATL-PHYS-PUB-2016-012 fig 12
  inline double JET_BTAG_ATLAS_RUN2_2016_MV2C10_77(const Jet & j){
      if (j.bTagged()){
        // N.B. !!! There is no overflow bin.
        // There is a clear downward curve in efficiency as pT->inf, but the value to use for pT > 500
        // is super-unclear. The used value (0.69) is certainly a reasonable extrapolation, but it should
        // be noted that tuning this value can make a really significant difference to the bin counts O(10%)
        // HOWEVER: atlas really needs to start increasing the range of this sort of plot
        // The behaviour of jets pT>500 is much more interesting and significant than those in the range 20<pt<25.
        const static vector<double>binedges_pt = {0.00, 30.0, 40.00, 50.00, 60.0, 75.00, 90.0, 105., 150., 200., 500 };
        const static vector<double> eff_pt = {0.63, 0.705, 0.74, 0.76, 0.775, 0.785, 0.795, 0.80, 0.79, 0.75, 0.68};
 
        return eff_pt[binIndex(j.pt(), binedges_pt, true)];
      }
      else if (j.cTagged()){
        //n.b. there is also a pt/eta table for c mistags, but if that's significant I'll eat my hat.
        return 1./5.;
      }
      else if (j.tauTagged()){
        return 1./16.;
      }
      else return 1./110.;
  }
 
  // pT-dependendent ATLAS Run 2 DL1d b-tagging efficiencies.
  // If high-pT b-jets are important in your analysis, be careful!
  inline double JET_BTAG_ATLAS_RUN2_DL1d_77(const Jet &j){
      if (j.bTagged()){
        if (j.abseta() > 2.5) return 0.;
 
        // Original Values from FTAG-2023-01 (up to 400 GeV)
        // N.B. !!! There is no overflow bin.
        // There is a clear downward curve in efficiency as pT->inf, but the value to use for pT > 500
        // is super-unclear. The used value (0.69) is certainly a reasonable extrapolation, but it should
        // be noted that tuning this value can make a really significant difference to the bin counts O(10%)
        // HOWEVER: atlas really needs to start increasing the range of this sort of plot
        // The behaviour of jets pT>500 is much more interesting and significant than those in the range 20<pt<25.
        // N.B.2 Message above copied from my implementation of MV2c10. Plus ca change...
        // Better distributions available for DL1r, but not here.
        // I will use the DL1/DL1r plots in arXiv:2211.16345 to guess a good overflow value 
        // (the consistency between DL1, DL1r hopefully makes this not crazy)
        const static vector<double>binedges_pt = {0.00, 20., 30., 40., 60., 85., 110., 140., 175., 250., 400., 800., 1200., 2000.};
        const static vector<double> eff_pt = {0.0, 0.68, 0.74, 0.77, 0.79, 0.8, 0.81, 0.81, 0.805, 0.78, 0.75, 0.7, 0.65, 0.5};
 
        return eff_pt[binIndex(j.pt(), binedges_pt, true)];
      }
      else if (j.cTagged()){
        //n.b. there is also a pt/eta table for c mistags, shouldn't be too significant
        return 0.155;
      }
      // Nothing in the paper, going to guess something small just in case.
      else if (j.tauTagged()){
        return 1./36.;
      }
      else return 0.0038;
    }
 
    // Based on figs 11-12 of https://arxiv.org/pdf/2211.16345
    // As far as I can see, this is the only pre-GN2 b-tag paper
    // that includes efficiencies up to very high pt. Thankyou!!!
    // Though n.b. the 0-250 range is in ttbar and 250-3000 is in
    // simulated Z', hence the discontinuities going on.
    inline double JET_BTAG_ATLAS_RUN2_DL1r_77(const Jet & j){
      if (j.pt() <= 20*GeV || j.abseta() > 2.5) return 0.;
 
      const static vector<double>binedges_pt = {20., 30., 40., 60., 85., 110., 140., 175., 210., 250.,
                                                  400., 600., 800., 1000., 1200., 1400., 1500., 2000.0, 3000.0 };
 
      if (j.bTagged()){
        // TODO: for pT < 250 we also have eta dependence... include somehow?
        const static vector<double> eff_pt = {0.667, 0.731, 0.771, 0.791, 0.801, 0.805, 0.806, 0.798, 0.795,
                                               0.825, 0.802, 0.771, 0.741, 0.706, 0.679, 0.674, 0.634, 0.5, 0.5};
                                               // 0.5 repeated for overflow just in case.
 
        return eff_pt[binIndex(j.pt(), binedges_pt, true)];
      }
      else if (j.cTagged()){
        const static vector<double> c_rej_pt = {5.30, 5.23, 5.55, 5.91, 6.13, 6.30, 6.32, 6.50, 6.10, 
                                               3.04, 3.05, 3.21, 3.37, 3.616, 3.83, 3.96, 4.01, 2.90, 2.90};
                                               // 2.90 repeated for overflow just in case.
        return 1./c_rej_pt[binIndex(j.pt(), binedges_pt, true)];
      }
      else {
        const static vector<double> light_rej_pt = {143, 191, 239, 261, 235, 257, 248, 189, 158, 
                                               32.8, 19.1, 14.2, 12.4, 11.2, 11.0, 11.2, 12.4, 8.27, 8.27};
                                               // 8.27 repeated for overflow just in case.]
        return 1./light_rej_pt[binIndex(j.pt(), binedges_pt, true)];
      }
    }
 

  inline Jet JET_SMEAR_ATLAS_RUN1(const Jet& j) {
    // Jet energy resolution lookup
    //   Parameterisation can be still improved, but eta dependence is minimal
    static const vector<double> binedges_pt = {0., 50., 70., 100., 150., 200., 1000., 10000.};
    static const vector<double> jer = {0.145, 0.115, 0.095, 0.075, 0.07, 0.05, 0.04, 0.04}; //< note overflow value
    const int ipt = binIndex(j.pT()/GeV, binedges_pt, true);
    if (ipt < 0) return j;
    const double resolution = jer.at(ipt);
 
    // Smear by a Gaussian centered on 1 with width given by the (fractional) resolution
    const double fsmear = max(randnorm(1., resolution), 0.);
    const double mass = j.mass2() > 0 ? j.mass() : 0; //< numerical carefulness...
    Jet rtn(FourMomentum::mkXYZM(j.px()*fsmear, j.py()*fsmear, j.pz()*fsmear, mass));
    //if (deltaPhi(j, rtn) > 0.01) cout << "jdphi: " << deltaPhi(j, rtn) << endl;
    return rtn;
  }

  inline Jet JET_SMEAR_ATLAS_RUN2(const Jet& j) { return JET_SMEAR_ATLAS_RUN1(j); }

  inline Jet JET_SMEAR_CMS_RUN1(const Jet& j) { return JET_SMEAR_ATLAS_RUN1(j); }

  inline Jet JET_SMEAR_CMS_RUN2(const Jet& j) { return JET_SMEAR_CMS_RUN1(j); }

 


  inline METSmearParams MET_SMEARPARAMS_ATLAS_RUN1(const Vector3& met, double set) {
    // Linearity offset (Fig 14)
    Vector3 smeared_met = met;
    if (met.mod() < 25*GeV) smeared_met *= 1.05;
    else if (met.mod() < 40*GeV) smeared_met *= (1.05 - (0.04/15)*(met.mod()/GeV - 25)); //< linear decrease
    else smeared_met *= 1.01;
 
    return {smeared_met, 0.45*sqrt(set/GeV)*GeV, 0.0};
  }

  inline Vector3 MET_SMEAR_ATLAS_RUN1(const Vector3& met, double set) {
    return MET_SMEAR_NORM(MET_SMEARPARAMS_ATLAS_RUN1(met, set));
  }
 

  inline METSmearParams MET_SMEARPARAMS_ATLAS_RUN2(const Vector3& met, double set) {
    // Linearity offset (Fig 6):
    //
    // Expn. approx to Fig 6 tt curve, flat below 25 GeV, suppressed
    // to fall between the W and tt curves (and match the flat) at 25 GeV,
    // and to approach -2% at high-MET.
    //
    const Vector3 smeared_met = met * (1 + 0.45*min(1.0, exp(-(met.mod() - 25*GeV)/(10*GeV))) - 0.02);
 
    // Resolution(sumEt) ~ 0.45 sqrt(sumEt) GeV above SET = 180 GeV,
    // and with linear trend from SET = 180 -> 0 to resolution = 0 (Fig 7)
    const double resolution1 = (set < 180*GeV ? set/180. : 1) * 0.45 * sqrt(max(set/GeV, 180)) * GeV;
 
    // Resolution(MET_true) (Fig 9)
    const double resolution2 = 15*GeV + 0.5*sqrt(met.mod()/GeV)*GeV;
 
    // Smearing width is given by the minimum resolution estimator (should mean low-MET events
    // with high SET do not get a large smearing, and will be dominated by the linearity effect).
    const double sigma = min(resolution1, resolution2);
 
    return {smeared_met, sigma, 0.0};
  }

  inline Vector3 MET_SMEAR_ATLAS_RUN2(const Vector3& met, double set) {
    return MET_SMEAR_NORM(MET_SMEARPARAMS_ATLAS_RUN2(met, set));
  }
 

  inline METSmearParams MET_SMEARPARAMS_ATLAS_RUN2_PFLOW(const Vector3& met, double /* set */) {
    // Mean response (Fig 7), expn approximation to the ttbar curve guessing 2 e-foldings in 40 GeV.
    const Vector3 smeared_met = met * (1 + 1.15*exp(-met.mod()/(20*GeV)) - 0.01);
 
    // Mean resolution ~ 15-25 GeV for mu ~ 33.7 (Run 2 avg), but significant dependence on event type (i.e. SET)
    // See Figures 4 and 5. The paper doesn't provide enough information for a general SET-dependence:
    // maybe prefer the older MET smearing. Not enough discrimination between WPs, mainly encoded vs mu or N_PV.
    const double resolution = 20*GeV;
 
    return {smeared_met, resolution, 0.0};
  }

  inline Vector3 MET_SMEAR_ATLAS_RUN2_PFLOW(const Vector3& met, double set) {
    return MET_SMEAR_NORM(MET_SMEARPARAMS_ATLAS_RUN2_PFLOW(met, set));
  }
 

  inline METSmearParams MET_SMEARPARAMS_CMS_RUN1(const Vector3& met, double set) {
    // Calculate parallel and perpendicular resolutions and combine in quadrature (?)
    const double resolution_x = (1.1 + 0.6*sqrt(set/GeV)) * GeV;
    const double resolution_y = (1.4 + 0.6*sqrt(set/GeV)) * GeV;
    const double resolution = sqrt(sqr(resolution_x) + sqr(resolution_y));
    return {met, resolution,0.0};
  }

  inline Vector3 MET_SMEAR_CMS_RUN1(const Vector3& met, double set) {
    return MET_SMEAR_NORM(MET_SMEARPARAMS_CMS_RUN1(met, set));
  }
 

  inline METSmearParams MET_SMEARPARAMS_CMS_RUN2(const Vector3& met, double set) {
    // Calculate parallel and perpendicular resolutions and combine in quadrature (?)
    const double resolution_para = ( 2.0 + 0.64*sqrt(set/GeV)) * GeV;
    const double resolution_perp = (-1.5 + 0.68*sqrt(set/GeV)) * GeV;
    const double resolution = sqrt(sqr(resolution_para) + sqr(resolution_perp));
    return {met, resolution,0.0};
  }

  inline Vector3 MET_SMEAR_CMS_RUN2(const Vector3& met, double set) {
    return MET_SMEAR_NORM(MET_SMEARPARAMS_CMS_RUN2(met, set));
  }

 


  inline double TRK_EFF_ATLAS_RUN1(const Particle& p) {
    if (p.charge3() == 0) return 0;
    if (p.abseta() > 2.5) return 0;
    if (p.pT() < 0.1*GeV) return 0;
 
    if (p.abspid() == PID::ELECTRON) {
      if (p.abseta() < 1.5) {
        if (p.pT() < 1*GeV) return 0.73;
        if (p.pT() < 100*GeV) return 0.95;
        return 0.99;
      } else {
        if (p.pT() < 1*GeV) return 0.50;
        if (p.pT() < 100*GeV) return 0.83;
        else return 0.90;
      }
    } else if (p.abspid() == PID::MUON) {
      if (p.abseta() < 1.5) {
        return (p.pT() < 1*GeV) ? 0.75 : 0.99;
      } else {
        return (p.pT() < 1*GeV) ? 0.70 : 0.98;
      }
    } else { // charged hadrons
      if (p.abseta() < 1.5) {
        return (p.pT() < 1*GeV) ? 0.70 : 0.95;
      } else {
        return (p.pT() < 1*GeV) ? 0.60 : 0.85;
      }
    }
  }

  inline double TRK_EFF_ATLAS_RUN2(const Particle& p) {
    return TRK_EFF_ATLAS_RUN1(p);
  }
 

  inline Particle TRK_SMEAR_ATLAS_RUN1(const Particle& t) {
    return PARTICLE_SMEAR_IDENTITY(t);
  }

  inline Particle TRK_SMEAR_ATLAS_RUN2(const Particle& t) {
    return PARTICLE_SMEAR_IDENTITY(t);
  }
 

  inline double TRK_EFF_CMS_RUN1(const Particle& p) {
    if (p.charge3() == 0) return 0;
    if (p.abseta() > 2.5) return 0;
    if (p.pT() < 0.1*GeV) return 0;
 
    if (p.abspid() == PID::ELECTRON) {
      if (p.abseta() < 1.5) {
        if (p.pT() < 1*GeV) return 0.73;
        if (p.pT() < 100*GeV) return 0.95;
        return 0.99;
      } else {
        if (p.pT() < 1*GeV) return 0.50;
        if (p.pT() < 100*GeV) return 0.83;
        else return 0.90;
      }
    } else if (p.abspid() == PID::MUON) {
      if (p.abseta() < 1.5) {
        return (p.pT() < 1*GeV) ? 0.75 : 0.99;
      } else {
        return (p.pT() < 1*GeV) ? 0.70 : 0.98;
      }
    } else { // charged hadrons
      if (p.abseta() < 1.5) {
        return (p.pT() < 1*GeV) ? 0.70 : 0.95;
      } else {
        return (p.pT() < 1*GeV) ? 0.60 : 0.85;
      }
    }
  }

  inline double TRK_EFF_CMS_RUN2(const Particle& p) {
    return TRK_EFF_CMS_RUN1(p);
  }
 

  inline Particle TRK_SMEAR_CMS_RUN1(const Particle& t) {
    return PARTICLE_SMEAR_IDENTITY(t);
  }

  inline Particle TRK_SMEAR_CMS_RUN2(const Particle& t) {
    return PARTICLE_SMEAR_IDENTITY(t);
  }

  inline double ATLAS_JVT_EFF_LOOSE(const Jet & j){
    if (j.abseta() > 2.4) return 1.0;
    // No data for jets pt < 20, hopefully not relevant:
    if (j.pt() <= 20*GeV || j.pt() >= 60*GeV) return 1.0;
 
    const static vector<double> binedges_pt = {20*GeV,25*GeV,30*GeV,35*GeV,40*GeV,45*GeV,50*GeV,55*GeV,60*GeV};
    const static vector<double> binvals = {0.9, 0.93, 0.94, 0.95, 0.96, 0.96, 0.97, 0.97};
 
    const size_t bini = binIndex(j.pt(), binedges_pt);
    return binvals[bini];
  }

  inline double ATLAS_JVT_EFF_MEDIUM(const Jet & j){
    if (j.abseta() > 2.4) return 1.0;
    // No data for jets pt < 20, hopefully not relevant:
    if (j.pt() <= 20*GeV || j.pt() >= 60*GeV) return 1.0;
 
    const static vector<double> binedges_pt = {20*GeV,25*GeV,30*GeV,35*GeV,40*GeV,45*GeV,50*GeV,55*GeV,60*GeV};
    const static vector<double> binvals = {0.86, 0.9, 0.92, 0.93, 0.94, 0.95, 0.95, 0.96};
 
    const size_t bini = binIndex(j.pt(), binedges_pt);
    return binvals[bini];
  }

  inline double ATLAS_JVT_EFF_TIGHT(const Jet & j){
    if (j.abseta() > 2.4) return 1.0;
    // No data for jets pt < 20, hopefully not relevant:
    if (j.pt() <= 20*GeV || j.pt() >= 60*GeV) return 1.0;
 
    const static vector<double> binedges_pt = {20*GeV,25*GeV,30*GeV,35*GeV,40*GeV,45*GeV,50*GeV,55*GeV,60*GeV};
    const static vector<double> binvals = {0.81, 0.84, 0.87, 0.90, 0.91, 0.92, 0.93, 0.94};
 
    const size_t bini = binIndex(j.pt(), binedges_pt);
    return binvals[bini];
  }


 
  inline double ELECTRON_EFF_IDENTITY_LOOSE(const Particle& e) { return PARTICLE_EFF_ONE(e); }
  inline double ELECTRON_EFF_IDENTITY_MEDIUM(const Particle& e) { return PARTICLE_EFF_ONE(e); }
  inline double ELECTRON_EFF_IDENTITY_TIGHT(const Particle& e) { return PARTICLE_EFF_ONE(e); }
  inline double MUON_EFF_IDENTITY_LOOSE(const Particle& m) { return PARTICLE_EFF_ONE(m); }
  inline double MUON_EFF_IDENTITY_MEDIUM(const Particle& m) { return PARTICLE_EFF_ONE(m); }
  inline double MUON_EFF_IDENTITY_TIGHT(const Particle& m) { return PARTICLE_EFF_ONE(m); }
  inline double PHOTON_EFF_IDENTITY_LOOSE(const Particle& y) { return PARTICLE_EFF_ONE(y); }
  inline double PHOTON_EFF_IDENTITY_MEDIUM(const Particle& y) { return PARTICLE_EFF_ONE(y); }
  inline double PHOTON_EFF_IDENTITY_TIGHT(const Particle& y) { return PARTICLE_EFF_ONE(y); }
  inline double TAU_EFF_IDENTITY_LOOSE(const Particle& t) { return PARTICLE_EFF_ONE(t); }
  inline double TAU_EFF_IDENTITY_MEDIUM(const Particle& t) { return PARTICLE_EFF_ONE(t); }
  inline double TAU_EFF_IDENTITY_TIGHT(const Particle& t) { return PARTICLE_EFF_ONE(t); }
 
  inline Particle ELECTRON_SMEAR_IDENTITY(const Particle& e) { return PARTICLE_SMEAR_IDENTITY(e); }
  inline Particle MUON_SMEAR_IDENTITY(const Particle& m) { return PARTICLE_SMEAR_IDENTITY(m); }
  inline Particle PHOTON_SMEAR_IDENTITY(const Particle& y) { return PARTICLE_SMEAR_IDENTITY(y); }
  inline Particle TAU_SMEAR_IDENTITY(const Particle& t) { return PARTICLE_SMEAR_IDENTITY(t); }
 
  inline double TRK_EFF_IDENTITY_TIGHT(const Particle& trk) { return PARTICLE_EFF_ONE(trk); }
  inline Particle TRK_SMEAR_IDENTITY(const Particle& trk) { return PARTICLE_SMEAR_IDENTITY(trk); }
 
  inline double JET_BTAG_IDENTITY_IDENTITY(const Jet& j) { return JET_BTAG_IDENTITY(j); }
 
  // Already defined: JET_SMEAR_IDENTITY and MET_SMEAR_IDENTITY


 
 
}
 
#endif