MuonAnalysis/MomentumScaleCalibration/interface/SigmaPtDiff.h - master - githubmirror/cmssw

MuonAnalysis/MomentumScaleCalibration/interface/SigmaPtDiff.h
161 строка4 KB
Shahzad Malik Muzaffar
[ALCA] Changes suggested by new llvm18 clang-format
05 сен 2024, 17:03
05 сен 2024, 17:03dfd2283
#ifndef SigmaPtDiff_h
#define SigmaPtDiff_h

#include <vector>
#include <cmath>

class SigmaPt {
public:
  SigmaPt(const std::vector<double>& parameters_, const std::vector<double>& errors_) {
    setParErr(parameters_, errors_);
  }

  SigmaPt() {}

  void setParErr(const std::vector<double>& parameters, const std::vector<double>& errors) {
    b_0 = parameters[0];
    b_1 = parameters[5];
    b_2 = parameters[1];
    b_3 = parameters[7];
    b_4 = parameters[8];
    sb_0 = errors[0];
    sb_1 = errors[5];
    sb_2 = errors[1];
    sb_3 = errors[7];
    sb_4 = errors[8];
    c = b_2 + b_3 * (b_0 - b_4) * (b_0 - b_4) - b_1 * b_0 * b_0;
  }

  double operator()(const double& eta) {
    if (fabs(eta) <= b_0) {
      return (c + b_1 * eta * eta);
    }
    return (b_2 + b_3 * (fabs(eta) - b_4) * (fabs(eta) - b_4));
  }
  double sigma(const double& eta) {
    if (fabs(eta) <= b_0) {
      return sqrt((eta * eta - b_0 * b_0) * (eta * eta - b_0 * b_0) * sb_1 * sb_1 + sb_2 * sb_2 +
                  pow(b_0 - b_4, 4) * sb_3 * sb_3 + pow(-2 * b_3 * pow(b_0 - b_4, 2), 2) * sb_4 * sb_4 +
                  pow(2 * b_3 * (b_0 - b_4) - 2 * b_1 * b_0, 2) * sb_0 * sb_0);
    }
    return sqrt(sb_2 * sb_2 + pow(fabs(eta) - b_4, 4) * sb_3 * sb_3 +
                pow(-2 * b_3 * pow(fabs(eta) - b_4, 2), 2) * sb_4 * sb_4);
  }

protected:
  double b_0;
  double b_1;
  double b_2;
  double b_3;
  double b_4;
  double c;

  double sb_0;
  double sb_1;
  double sb_2;
  double sb_3;
  double sb_4;
};

/// Returns ( sigmaPt/Pt(data)^2 - sigmaPt/Pt(MC)^2 )
class SigmaPtDiff {
public:
  SigmaPtDiff() {
    std::vector<double> parameters;
    std::vector<double> errors;
    parameters.push_back(1.66);
    parameters.push_back(0.021);
    parameters.push_back(0.);
    parameters.push_back(0.);
    parameters.push_back(0.);
    parameters.push_back(0.0058);
    parameters.push_back(0.);
    parameters.push_back(0.03);
    parameters.push_back(1.8);
    parameters.push_back(0.);
    parameters.push_back(0.);
    parameters.push_back(0.);
    parameters.push_back(0.);
    parameters.push_back(0.);
    parameters.push_back(0.);
    errors.push_back(0.09);
    errors.push_back(0.002);
    errors.push_back(0.);
    errors.push_back(0.);
    errors.push_back(0.);
    errors.push_back(0.0009);
    errors.push_back(0.);
    errors.push_back(0.03);
    errors.push_back(0.3);
    errors.push_back(0.);
    errors.push_back(0.);
    errors.push_back(0.);
    errors.push_back(0.);
    errors.push_back(0.);
    errors.push_back(0.);

    sigmaPt.setParErr(parameters, errors);
  }
  double etaByPoints(const double& eta) {
    if (eta <= -2.2)
      return 0.0233989;
    else if (eta <= -2.0)
      return 0.0197057;
    else if (eta <= -1.8)
      return 0.014693;
    else if (eta <= -1.6)
      return 0.0146727;
    else if (eta <= -1.4)
      return 0.0141323;
    else if (eta <= -1.2)
      return 0.0159712;
    else if (eta <= -1.0)
      return 0.0117224;
    else if (eta <= -0.8)
      return 0.010726;
    else if (eta <= -0.6)
      return 0.0104777;
    else if (eta <= -0.4)
      return 0.00814458;
    else if (eta <= -0.2)
      return 0.00632501;
    else if (eta <= 0.0)
      return 0.00644172;
    else if (eta <= 0.2)
      return 0.00772645;
    else if (eta <= 0.4)
      return 0.010103;
    else if (eta <= 0.6)
      return 0.0099275;
    else if (eta <= 0.8)
      return 0.0100309;
    else if (eta <= 1.0)
      return 0.0125116;
    else if (eta <= 1.2)
      return 0.0147211;
    else if (eta <= 1.4)
      return 0.0151623;
    else if (eta <= 1.6)
      return 0.015259;
    else if (eta <= 1.8)
      return 0.014499;
    else if (eta <= 2.0)
      return 0.0165215;
    else if (eta <= 2.2)
      return 0.0212348;
    return 0.0227285;
  }
  // double squaredDiff(const double & eta, SigmaPt & sigmaPt)
  double squaredDiff(const double& eta) {
    double sigmaPtPlus = sigmaPt(eta) + sigmaPt.sigma(eta);
    double sigmaPtMinus = sigmaPt(eta) - sigmaPt.sigma(eta);
    if (fabs(sigmaPtPlus * sigmaPtPlus - etaByPoints(eta) * etaByPoints(eta)) >
        fabs(sigmaPtMinus * sigmaPtMinus - etaByPoints(eta) * etaByPoints(eta))) {
      return (fabs(sigmaPtPlus * sigmaPtPlus - etaByPoints(eta) * etaByPoints(eta)));
    }
    return (fabs(sigmaPtMinus * sigmaPtMinus - etaByPoints(eta) * etaByPoints(eta)));
  }
  SigmaPt sigmaPt;
};

#endif