AtlasPID.h File Reference

#include <vector>
#include <cmath>
#include <algorithm>
#include <array>
#include <cstdlib>

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Classes
class	DecodedPID
	Implementation of classification functions according to PDG2022. More...

Functions
template<class T >
bool	isQuark (const T &p)
	PDG rule 2: Quarks and leptons are numbered consecutively starting from 1 and 11 respectively; to do this they are first ordered by family and within families by weak isospin. More...
template<>
bool	isQuark (const int &p)
template<>
bool	isQuark (const DecodedPID &p)
template<class T >
bool	isSMQuark (const T &p)
template<>
bool	isSMQuark (const int &p)
template<>
bool	isSMQuark (const DecodedPID &p)
template<class T >
bool	isStrange (const T &p)
template<>
bool	isStrange (const int &p)
template<class T >
bool	isCharm (const T &p)
template<>
bool	isCharm (const int &p)
template<class T >
bool	isBottom (const T &p)
template<>
bool	isBottom (const int &p)
template<class T >
bool	isTop (const T &p)
template<>
bool	isTop (const int &p)
template<class T >
bool	isLepton (const T &p)
	APID: the fourth generation leptons are leptons. More...
template<>
bool	isLepton (const int &p)
template<>
bool	isLepton (const DecodedPID &p)
template<class T >
bool	isSMLepton (const T &p)
	APID: the fourth generation leptons are not standard model leptons. More...
template<>
bool	isSMLepton (const int &p)
template<>
bool	isSMLepton (const DecodedPID &p)
template<class T >
bool	isChLepton (const T &p)
	APID: the fourth generation leptons are leptons. More...
template<>
bool	isChLepton (const int &p)
template<class T >
bool	isElectron (const T &p)
template<>
bool	isElectron (const int &p)
template<class T >
bool	isMuon (const T &p)
template<>
bool	isMuon (const int &p)
template<class T >
bool	isTau (const T &p)
template<>
bool	isTau (const int &p)
template<class T >
bool	isNeutrino (const T &p)
	APID: the fourth generation neutrinos are neutrinos. More...
template<>
bool	isNeutrino (const int &p)
template<class T >
bool	isSMNeutrino (const T &p)
template<>
bool	isSMNeutrino (const int &p)
template<class T >
bool	isFourthGeneration (const T &p)
	Is this a 4th generation fermion? APID: 4th generation fermions are not standard model particles. More...
template<>
bool	isFourthGeneration (const int &p)
template<class T >
bool	isDiquark (const T &p)
	PDG rule 4 Diquarks have 4-digit numbers with nq1 >= nq2 and nq3 = 0 APID: states with top quarks are diquarks APID: states with fourth generation quarks are not diquarks. More...
template<>
bool	isDiquark (const DecodedPID &p)
template<>
bool	isDiquark (const int &p)
template<class T >
bool	isMeson (const T &p)
	Table 43.1 PDG rule 5a: The numbers specifying the meson’s quark content conform to the convention nq1= 0 and nq2 >= nq3. More...
template<>
bool	isMeson (const DecodedPID &p)
template<>
bool	isMeson (const int &p)
template<class T >
bool	isQuarkonium (const T &p)
	Is this a heavy-flavour quarkonium meson? More...
template<>
bool	isQuarkonium (const DecodedPID &p)
template<>
bool	isQuarkonium (const int &p)
template<class T >
bool	isBaryon (const T &p)
	Table 43.2 APID: states with fourth generation quarks are not baryons. More...
template<>
bool	isBaryon (const DecodedPID &p)
template<>
bool	isBaryon (const int &p)
template<class T >
bool	isTetraquark (const T &p)
	PDG rule 14 The 9-digit tetra-quark codes are ±1nrnLnq1nq20nq3nq4nJ. More...
template<>
bool	isTetraquark (const DecodedPID &p)
template<>
bool	isTetraquark (const int &p)
template<class T >
bool	isPentaquark (const T &p)
	PDG rule 15 The 9-digit penta-quark codes are ±1nrnLnq1nq2nq3nq4nq5nJ, sorted such that nq1≥nq2≥nq3≥nq4. More...
template<>
bool	isPentaquark (const DecodedPID &p)
template<>
bool	isPentaquark (const int &p)
template<class T >
bool	isHadron (const T &p)
template<>
bool	isHadron (const DecodedPID &p)
template<>
bool	isHadron (const int &p)
template<class T >
bool	isTrajectory (const T &p)
	PDG rule 8: The pomeron and odderon trajectories and a generic reggeon trajectory of states in QCD areassigned codes 990, 9990, and 110 respectively. More...
template<>
bool	isTrajectory (const int &p)
template<class T >
bool	isBoson (const T &p)
	PDG rule 9: Two-digit numbers in the range 21–30 are provided for the Standard Model gauge and Higgs bosons. More...
template<>
bool	isBoson (const int &p)
template<>
bool	isBoson (const DecodedPID &p)
template<class T >
bool	isGluon (const T &p)
template<>
bool	isGluon (const int &p)
template<class T >
bool	isPhoton (const T &p)
template<>
bool	isPhoton (const int &p)
template<class T >
bool	isZ (const T &p)
template<>
bool	isZ (const int &p)
template<class T >
bool	isW (const T &p)
template<>
bool	isW (const int &p)
template<class T >
bool	isHeavyBoson (const T &p)
	APID: Additional "Heavy"/"prime" versions of W and Z bosons (Used in MCTruthClassifier) More...
template<>
bool	isHeavyBoson (const int &p)
template<class T >
bool	isHiggs (const T &p)
	APID: HIGGS boson is only one particle. More...
template<>
bool	isHiggs (const int &p)
template<class T >
bool	isMSSMHiggs (const T &p)
	APID: Additional Higgs bosons for MSSM (Used in MCTruthClassifier) More...
template<>
bool	isMSSMHiggs (const int &p)
template<class T >
bool	isGraviton (const T &p)
template<>
bool	isGraviton (const int &p)
template<class T >
bool	isResonance (const T &p)
template<class T >
bool	isLeptoQuark (const T &p)
	PDG rule 11c: “One-of-a-kind” exotic particles are assigned numbers in the range 41–80. More...
template<>
bool	isLeptoQuark (const int &p)
template<class T >
bool	isPythia8Specific (const T &p)
template<>
bool	isPythia8Specific (const DecodedPID &p)
template<>
bool	isPythia8Specific (const int &p)
template<class T >
bool	isNeutrinoRH (const T &p)
	PDG Rule 12: APID: Helper function for right-handed neutrino states These are generator defined PDG ID values for right handed neutrinos. More...
template<>
bool	isNeutrinoRH (const int &p)
template<class T >
bool	isGenSpecific (const T &p)
	Main Table for MC internal use 81–100,901–930,998-999,1901–1930,2901–2930, and 3901–3930. More...
template<>
bool	isGenSpecific (const int &p)
template<class T >
bool	isGeantino (const T &p)
template<>
bool	isGeantino (const int &p)
template<class T >
bool	isGlueball (const T &p)
	APID: Definition of Glueballs: SM glueballs 99X (X=1,5), 999Y (Y=3,7) More...
template<>
bool	isGlueball (const DecodedPID &p)
template<>
bool	isGlueball (const int &p)
template<class T >
bool	isSquark (const T &p)
	PDG rule 11d Fundamental supersymmetric particles are identified by adding a nonzero n to the particle number. More...
template<>
bool	isSquark (const DecodedPID &p)
template<>
bool	isSquark (const int &p)
template<class T >
bool	isSquarkLH (const T &p)
template<>
bool	isSquarkLH (const DecodedPID &p)
template<>
bool	isSquarkLH (const int &p)
template<class T >
bool	isSquarkRH (const T &p)
template<>
bool	isSquarkRH (const DecodedPID &p)
template<>
bool	isSquarkRH (const int &p)
template<class T >
bool	isSlepton (const T &p)
template<>
bool	isSlepton (const DecodedPID &p)
template<>
bool	isSlepton (const int &p)
template<class T >
bool	isSleptonLH (const T &p)
template<>
bool	isSleptonLH (const DecodedPID &p)
template<>
bool	isSleptonLH (const int &p)
template<class T >
bool	isSleptonRH (const T &p)
template<>
bool	isSleptonRH (const DecodedPID &p)
template<>
bool	isSleptonRH (const int &p)
template<class T >
bool	isGaugino (const T &p)
template<>
bool	isGaugino (const DecodedPID &p)
template<>
bool	isGaugino (const int &p)
template<class T >
bool	isSuperpartner (const T &p)
template<>
bool	isSuperpartner (const DecodedPID &p)
template<>
bool	isSuperpartner (const int &p)
template<class T >
bool	isTechnicolor (const T &p)
	PDG rule 11e Technicolor states have n = 3, with technifermions treated like ordinary fermions. More...
template<>
bool	isTechnicolor (const DecodedPID &p)
template<>
bool	isTechnicolor (const int &p)
template<class T >
bool	isExcited (const T &p)
	PDG rule 11f Excited (composite) quarks and leptons are identified by setting n= 4 and nr= 0. More...
template<>
bool	isExcited (const DecodedPID &p)
template<>
bool	isExcited (const int &p)
template<class T >
bool	isRGlueball (const T &p)
	PDG rule 11g: Within several scenarios of new physics, it is possible to have colored particles sufficiently long-lived for color-singlet hadronic states to form around them. More...
template<>
bool	isRGlueball (const DecodedPID &p)
template<>
bool	isRGlueball (const int &p)
template<class T >
bool	isRMeson (const T &p)
template<>
bool	isRMeson (const DecodedPID &p)
template<>
bool	isRMeson (const int &p)
template<class T >
bool	isRBaryon (const T &p)
template<>
bool	isRBaryon (const DecodedPID &p)
template<>
bool	isRBaryon (const int &p)
template<class T >
bool	isRHadron (const T &p)
template<>
bool	isRHadron (const DecodedPID &p)
template<>
bool	isRHadron (const int &p)
template<class T >
bool	hasSquark (const T &p, const int &q)
template<>
bool	hasSquark (const DecodedPID &p, const int &q)
template<>
bool	hasSquark (const int &p, const int &q)
template<class T >
bool	isSUSY (const T &p)
template<>
bool	isSUSY (const DecodedPID &p)
template<>
bool	isSUSY (const int &p)
template<class T >
bool	isKK (const T &p)
	PDG rule 11h A black hole in models with extra dimensions has code 5000040. More...
template<>
bool	isKK (const DecodedPID &p)
template<>
bool	isKK (const int &p)
template<class T >
bool	isMonopole (const T &p)
	PDG rule 11i Magnetic monopoles and dyons are assumed to have one unit of Dirac monopole charge and a variable integer number nq1nq2 nq3 units of electric charge. More...
template<>
bool	isMonopole (const DecodedPID &p)
template<>
bool	isMonopole (const int &p)
template<class T >
bool	isDM (const T &p)
	PDG rule 11j: The nature of Dark Matter (DM) is not known, and therefore a definitive classificationis too early. More...
template<>
bool	isDM (const int &p)
template<class T >
bool	isHiddenValley (const T &p)
	PDG rule 11k Hidden Valley particles have n = 4 and n_r = 9, and trailing numbers in agreement with their nearest-analog standard particles, as far as possible. More...
template<>
bool	isHiddenValley (const DecodedPID &p)
template<>
bool	isHiddenValley (const int &p)
template<class T >
bool	isGenericMultichargedParticle (const T &p)
	In addition, there is a need to identify ”Q-ball” and similar very exotic (multi-charged) particles which may have large, non-integer charge. More...
template<>
bool	isGenericMultichargedParticle (const DecodedPID &p)
template<>
bool	isGenericMultichargedParticle (const int &p)
template<class T >
bool	isNucleus (const T &p)
	PDG rule 16 Nuclear codes are given as 10-digit numbers ±10LZZZAAAI. More...
template<>
bool	isNucleus (const DecodedPID &p)
template<>
bool	isNucleus (const int &p)
template<class T >
bool	hasQuark (const T &p, const int &q)
template<>
bool	hasQuark (const DecodedPID &p, const int &q)
template<>
bool	hasQuark (const int &p, const int &q)
template<class T >
bool	hasStrange (const T &p)
template<class T >
bool	hasCharm (const T &p)
template<class T >
bool	hasBottom (const T &p)
template<class T >
bool	hasTop (const T &p)
template<class T >
int	baryonNumber3 (const T &p)
template<>
int	baryonNumber3 (const DecodedPID &p)
template<>
int	baryonNumber3 (const int &p)
template<class T >
double	baryonNumber (const T &p)
template<>
double	baryonNumber (const DecodedPID &p)
template<>
double	baryonNumber (const int &p)
template<class T >
int	strangeness (const T &p)
template<>
int	strangeness (const DecodedPID &p)
template<>
int	strangeness (const int &p)
template<class T >
int	numberOfLambdas (const T &p)
template<>
int	numberOfLambdas (const DecodedPID &p)
template<>
int	numberOfLambdas (const int &p)
template<class T >
int	numberOfProtons (const T &p)
template<>
int	numberOfProtons (const DecodedPID &p)
template<>
int	numberOfProtons (const int &p)
template<class T >
bool	isBSM (const T &p)
	APID: graviton and all Higgs extensions are BSM. More...
template<>
bool	isBSM (const DecodedPID &p)
template<>
bool	isBSM (const int &p)
template<class T >
bool	isTransportable (const T &p)
template<>
bool	isTransportable (const DecodedPID &p)
template<>
bool	isTransportable (const int &p)
template<class T >
bool	isValid (const T &p)
	Av: we implement here an ATLAS-sepcific convention: all particles which are 99xxxxx are fine. More...
template<>
bool	isValid (const DecodedPID &p)
template<>
bool	isValid (const int &p)
template<class T >
int	leadingQuark (const T &p)
template<>
int	leadingQuark (const DecodedPID &p)
template<>
int	leadingQuark (const int &p)
template<class T >
bool	isLightHadron (const T &p)
template<class T >
bool	isHeavyHadron (const T &p)
template<class T >
bool	isStrangeHadron (const T &p)
template<class T >
bool	isCharmHadron (const T &p)
template<class T >
bool	isBottomHadron (const T &p)
template<class T >
bool	isTopHadron (const T &p)
template<class T >
bool	isLightMeson (const T &p)
template<class T >
bool	isHeavyMeson (const T &p)
template<class T >
bool	isStrangeMeson (const T &p)
template<class T >
bool	isCharmMeson (const T &p)
template<class T >
bool	isBottomMeson (const T &p)
template<class T >
bool	isTopMeson (const T &p)
template<class T >
bool	isCCbarMeson (const T &p)
template<>
bool	isCCbarMeson (const DecodedPID &p)
template<>
bool	isCCbarMeson (const int &p)
template<class T >
bool	isBBbarMeson (const T &p)
template<>
bool	isBBbarMeson (const DecodedPID &p)
template<>
bool	isBBbarMeson (const int &p)
template<class T >
bool	isLightBaryon (const T &p)
template<class T >
bool	isHeavyBaryon (const T &p)
template<class T >
bool	isStrangeBaryon (const T &p)
template<class T >
bool	isCharmBaryon (const T &p)
template<class T >
bool	isBottomBaryon (const T &p)
template<class T >
bool	isTopBaryon (const T &p)
template<class T >
bool	isWeaklyDecayingBHadron (const T &p)
template<>
bool	isWeaklyDecayingBHadron (const int &p)
template<>
bool	isWeaklyDecayingBHadron (const DecodedPID &p)
template<class T >
bool	isWeaklyDecayingCHadron (const T &p)
template<>
bool	isWeaklyDecayingCHadron (const int &p)
template<>
bool	isWeaklyDecayingCHadron (const DecodedPID &p)
template<class T >
int	charge3 (const T &p)
template<class T >
double	fractionalCharge (const T &p)
template<class T >
double	charge (const T &p)
template<class T >
double	threeCharge (const T &p)
template<class T >
bool	isCharged (const T &p)
template<>
int	charge3 (const DecodedPID &p)
template<>
int	charge3 (const int &p)
template<class T >
bool	isNeutral (const T &p)
template<>
bool	isNeutral (const DecodedPID &p)
template<>
bool	isNeutral (const int &p)
template<>
double	fractionalCharge (const DecodedPID &p)
template<>
double	fractionalCharge (const int &p)
template<class T >
bool	isEMInteracting (const T &p)
template<>
bool	isEMInteracting (const int &p)
template<class T >
bool	isParton (const T &p)
template<class T >
int	spin2 (const T &p)
template<>
int	spin2 (const DecodedPID &p)
template<>
int	spin2 (const int &p)
template<class T >
double	spin (const T &p)
template<>
double	spin (const DecodedPID &p)
template<>
double	spin (const int &p)
template<class T >
std::vector< int >	containedQuarks (const T &p)
template<>
std::vector< int >	containedQuarks (const int &p)
template<>
std::vector< int >	containedQuarks (const DecodedPID &p)
template<class T >
bool	isStrongInteracting (const T &p)
template<>
bool	isStrongInteracting (const int &p)

Function Documentation

baryonNumber() [1/3]

template<>

double baryonNumber ( const DecodedPID &  p )

inline

Definition at line 774 of file AtlasPID.h.

{ return static_cast<double>(baryonNumber3(p))/3.0;}

baryonNumber() [2/3]

template<>

double baryonNumber ( const int &  p )

inline

Definition at line 775 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p);  return static_cast<double>(baryonNumber3(value_digits))/3.0;}

baryonNumber() [3/3]

template<class T >

double baryonNumber ( const T &  p )

inline

Definition at line 773 of file AtlasPID.h.

{return baryonNumber(p->pdg_id());}

baryonNumber3() [1/3]

template<>

int baryonNumber3 ( const DecodedPID &  p )

inline

Definition at line 749 of file AtlasPID.h.

                                                        {
  if (isQuark(p.pid())) { return (p.pid() > 0) ? 1 : - 1;}
  if (isDiquark(p)) { return (p.pid() > 0) ? 2 : -2; }
  if (isMeson(p) || isTetraquark(p)) { return 0; }
  if (isBaryon(p) || isPentaquark(p)){ return (p.pid() > 0) ? 3 : -3; }
  if (isNucleus(p)) {
    const int result = 3*p(8) + 30*p(7) + 300*p(6);
    return (p.pid() > 0) ? result : -result;
  }
  if (isSUSY(p)) {
    auto pp = p.shift(1);
    if (pp.ndigits() < 3 ) { return baryonNumber3(pp); } // super-partners of fundamental particles
    if (pp(0) == COMPOSITEGLUON) {
      if (pp(1) == COMPOSITEGLUON) { return 0; } // R-Glueballs
      if ( pp.ndigits() == 4 ) { return 0; }  // states with gluino-quark-antiquark
      if ( pp.ndigits() == 5) { return (p.pid() > 0) ? 3 : -3; } // states with gluino-quark-quark-quark
    }
    if (pp.ndigits() == 3) { return 0; } // squark-antiquark
    if (pp.ndigits() == 4) { return (p.pid() > 0) ? 3 : -3; } // states with squark-quark-quark
  }
  return 0;
}

baryonNumber3() [2/3]

template<>

int baryonNumber3 ( const int &  p )

inline

Definition at line 771 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return baryonNumber3(value_digits);}

baryonNumber3() [3/3]

template<class T >

int baryonNumber3 ( const T &  p )

inline

Definition at line 748 of file AtlasPID.h.

{return baryonNumber3(p->pdg_id());}

charge()

template<class T >

double charge ( const T &  p )

inline

Definition at line 997 of file AtlasPID.h.

                                                   {
  if (isGenericMultichargedParticle(p)) // BSM multi-charged particles might have a fractional charge that's not a multiple of 1/3
    return fractionalCharge(p);
  else
    return 1.0*charge3(p)/3.0;
}

charge3() [1/3]

template<>

int charge3 ( const DecodedPID &  p )

inline

Codes 411nq1nq2 nq3 0 are then used when the magnetic and electrical charge sign agree and 412nq1nq2 nq3 0 when they disagree, with the overall sign of the particle set by the magnetic charge.

Definition at line 1007 of file AtlasPID.h.

                                                   {
  auto ap = std::abs(p.pid());
  if (ap < TABLESIZE ) return p.pid() > 0 ? triple_charge.at(ap) : -triple_charge.at(ap);
  if (ap == K0) return 0;
  if (ap == GEANTINO0) return 0;
  if (ap == GEANTINOPLUS) return p.pid() > 0 ? 3 : -3;
  if (ap == MAVTOP) return p.pid() > 0 ? 2 : -2;
  size_t nq = 0;
  int sign = 1;
  int signmult = 1;
  int result=0;
  bool classified = false;
  if (!classified && isMeson(p)) { classified = true; nq = 2; if ((*(p.second.rbegin()+2)) == 2||(*(p.second.rbegin()+2)) == 4 ) { sign=-1;} signmult =-1; }
  if (!classified && isDiquark(p)) {return triple_charge.at(p(0))+triple_charge.at(p(1)); }
  if (!classified && isBaryon(p)) { classified = true; nq = 3; }
  if (!classified && isTetraquark(p)){ return triple_charge.at(p(3)) + triple_charge.at(p(4)) - triple_charge.at(p(6)) - triple_charge.at(p(7)); }
  if (!classified && isPentaquark(p)){ return triple_charge.at(p(3)) + triple_charge.at(p(4)) + triple_charge.at(p(5)) + triple_charge.at(p(6)) - triple_charge.at(p(7)); }
  if (!classified && isNucleus(p)) { return 3*numberOfProtons(p);}
  if (!classified && isSUSY(p)) {
    nq = 0;
    auto pp = p.shift(1);
    if (pp.ndigits() < 3 ) { return charge3(pp); } // super-partners of fundamental particles
    if (pp(0) == COMPOSITEGLUON) {
      if (pp(1) == COMPOSITEGLUON) { return 0; } // R-Glueballs
      if ( pp.ndigits() == 4 || pp.ndigits() == 5) {
        pp = pp.shift(1); // Remove gluino
      }
    }
    if (pp.ndigits() == 3) { classified = true; nq = 2; if (p.last()%2==0) {sign = -1;} signmult = -1; } // states with squark-antiquark or quark-anti-quark
    if (pp.ndigits() == 4) { classified = true; nq = 3; } // states with squark-quark-quark or quark-quark-quark
  }
  if (!classified && isHiddenValley(p)) { // Hidden Valley particles
    auto pp = p.shift(2);
    if (!classified && isMeson(pp)) { classified = true; nq = 2; if ((*(pp.second.rbegin()+2)) == 2||(*(pp.second.rbegin()+2)) == 4 ) { sign=-1;} signmult =-1; }
    if (!classified && isDiquark(pp)) {return triple_charge.at(pp(0))+triple_charge.at(pp(1)); }
    if (!classified && isBaryon(pp)) { classified = true; nq = 3; }
    
  }
  if (!classified && isKK(p)) { // Kaluza-Klein particles
    auto pp = p.shift(2);
    auto ap = std::abs(pp.pid());
    if (ap < TABLESIZE ) return pp.pid() > 0 ? triple_charge.at(ap) : -triple_charge.at(ap);
 
  }
  if (!classified && isDM(p.pid())) { //Dark Matter Particles
    if (p.ndigits() == 7){ // Determining the charges for the more elaborate, 7-digit DM codes
      auto pp = p.shift(3); // The first two digits indicate the particle is DM, the third indicates left/right-handedness (see 11(j))
      auto ap = std::abs(pp.pid());
      if (ap < TABLESIZE ) return pp.pid() > 0 ? triple_charge.at(ap) : -triple_charge.at(ap);
    }else if (std::abs(p.pid()) < TABLESIZE) return p.pid() > 0 ? triple_charge.at(ap) : -triple_charge.at(ap);  // Just to make sure the correct charge is returned for DM 51-60
  }
  if (!classified && isMonopole(p)) {
    result = 3*(p(3)*100 + p(4)*10 + p(5));
    return ( (p.pid() > 0 && p(2) == 1) ||  (p.pid() < 0 && p(2) == 2) ) ? result : -result;
  }
  if (!classified && isGenericMultichargedParticle(p)) {
    double abs_charge = 0.0;
    if (p(0) == 1) abs_charge = p(3)*100. + p(4)*10. + p(5)*1 + p(6)*0.1; // multi-charged particle PDG ID is +/-100XXXY0, where the charge is XXX.Y
    if (p(0) == 2) abs_charge = (p(3)*10. + p(4))/(p(5)*10.0 + p(6)); // multi-charged particle PDG ID is +/-200XXYY0, where the charge is XX/YY
    int abs_threecharge = static_cast<int>(std::round(abs_charge * 3.)); // the multi-charged particles might have a fractional charge that's not a multiple of 1/3, in that case round to the closest multiple of 1/3 for charge3 and threecharge
    return p.pid() > 0 ? abs_threecharge : -1 * abs_threecharge;
  }
  for (auto r = p.second.rbegin() + 1; r != p.second.rbegin() + 1 + nq; ++r) {
    result += triple_charge.at(*r)*sign;
    sign*=signmult;
  }
  return p.pid() > 0 ? result : -result;
}

charge3() [2/3]

template<>

int charge3 ( const int &  p )

inline

Definition at line 1077 of file AtlasPID.h.

                                           {
  int ap = std::abs(p);
  if (ap < TABLESIZE) return p > 0 ? triple_charge.at(ap):-triple_charge.at(ap);
  auto value_digits = DecodedPID(p);
  return charge3(value_digits);
}

charge3() [3/3]

template<class T >

int charge3 ( const T &  p )

inline

Definition at line 995 of file AtlasPID.h.

{return charge3(p->pdg_id());}

containedQuarks() [1/3]

template<>

std::vector<int> containedQuarks ( const DecodedPID &  p )

inline

Definition at line 1176 of file AtlasPID.h.

{ return containedQuarks(p.pid()); }

containedQuarks() [2/3]

template<>

std::vector<int> containedQuarks ( const int &  p )

inline

Definition at line 1154 of file AtlasPID.h.

                                                               {
  auto pp = DecodedPID(p);
  std::vector<int> quarks;
  if (isQuark(pp.pid())) { quarks.push_back(std::abs(pp.pid())); }
  else if (isDiquark(pp)) { quarks.push_back(pp(0)); quarks.push_back(pp(1)); }
  else if (isMeson(pp)) { quarks.push_back(*(pp.second.rbegin() + 1)); quarks.push_back(*(pp.second.rbegin()+2)); }
  else if (isBaryon(pp)) { for (size_t digit = 1; digit < 4; ++digit) { quarks.push_back(*(pp.second.rbegin() + digit)); } }
  else if (isTetraquark(pp)) { for (size_t digit = 1; digit < 5; ++digit) { quarks.push_back(*(pp.second.rbegin() + digit)); } }
  else if (isPentaquark(pp)) { for (size_t digit = 1; digit < 6; ++digit) { quarks.push_back(*(pp.second.rbegin() + digit)); } }
  else if (isNucleus(pp)) { const int A = std::abs(baryonNumber3(pp)/3); const int Z = std::abs(numberOfProtons(pp)); const int L = std::abs(numberOfLambdas(pp));
    const int n_uquarks = A + Z; const int n_dquarks = 2*A - Z - L; const int n_squarks = L;
    quarks.reserve(3*A); quarks.insert(quarks.end(), n_dquarks, 1); quarks.insert(quarks.end(), n_uquarks, 2); quarks.insert(quarks.end(), n_squarks, 3); }
  else if (isSUSY(pp)) { // APID SUSY case
    pp = pp.shift(1);
    if ( pp.ndigits() > 1 ) { // skip squarks
      if ( pp.ndigits() == 3 ) { pp = DecodedPID(pp(1)); } // Handle ~q qbar pairs
      if ( pp.ndigits()  > 3 ) { pp = pp.shift(1); } // Drop gluinos and squarks
      return containedQuarks(pp.pid());
    }
  }
  return quarks;
}

containedQuarks() [3/3]

template<class T >

std::vector<int> containedQuarks ( const T &  p )

inline

Definition at line 1153 of file AtlasPID.h.

{ return containedQuarks(p->pdg_id()); }

fractionalCharge() [1/3]

template<>

double fractionalCharge ( const DecodedPID &  p )

inline

Definition at line 1090 of file AtlasPID.h.

                                                               {
  if(!isGenericMultichargedParticle(p)) return 1.0*charge3(p)/3.0; // this method is written for multi-charged particles, still make sure other cases are handled properly
  double abs_charge = 0;
  if (p(0) == 1) abs_charge = p(3)*100. + p(4)*10. + p(5)*1 + p(6)*0.1; // multi-charged particle PDG ID is +/-100XXXY0, where the charge is XXX.Y
  if (p(0) == 2) abs_charge = (p(3)*10. + p(4))/(p(5)*10.0 + p(6)); // multi-charged particle PDG ID is +/-200XXYY0, where the charge is XX/YY
  return p.pid() > 0 ? abs_charge : -1 * abs_charge;
}

fractionalCharge() [2/3]

template<>

double fractionalCharge ( const int &  p )

inline

Definition at line 1097 of file AtlasPID.h.

{auto value_digits = DecodedPID(p); return fractionalCharge(value_digits);}

fractionalCharge() [3/3]

template<class T >

double fractionalCharge ( const T &  p )

inline

Definition at line 996 of file AtlasPID.h.

{return fractionalCharge(p->pdg_id());}

hasBottom()

template<class T >

bool hasBottom ( const T &  p )

inline

Definition at line 738 of file AtlasPID.h.

{ return  hasQuark(p,BQUARK); }

hasCharm()

template<class T >

bool hasCharm ( const T &  p )

inline

Definition at line 737 of file AtlasPID.h.

{ return  hasQuark(p,CQUARK); }

hasQuark() [1/3]

template<>

bool hasQuark ( const DecodedPID &  p, const int &  q  )

inline

Definition at line 716 of file AtlasPID.h.

                                                                  {
  if (isQuark(p.pid())) { return (std::abs(p.pid()) == q );}
  if (isMeson(p)) { return *(p.second.rbegin() + 1) == q ||*(p.second.rbegin()+2) ==q;}
  if (isDiquark(p)) { auto i = std::find(p.second.rbegin() + 2,p.second.rbegin()+4,q); return (i!=p.second.rbegin()+4);}
  if (isBaryon(p)) { auto i = std::find(p.second.rbegin() + 1,p.second.rbegin()+4,q); return (i!=p.second.rbegin()+4);}
  if (isTetraquark(p)) { auto i = std::find(p.second.rbegin() + 1,p.second.rbegin()+5,q); return (i!=p.second.rbegin()+5);}
  if (isPentaquark(p)) { auto i = std::find(p.second.rbegin() + 1,p.second.rbegin()+6,q); return (i!=p.second.rbegin()+6);}
  if (isNucleus(p) && std::abs(p.pid()) != PROTON) { return (q == 1 || q == 2 || (q==3 && p(2) > 0));}
  if (isSUSY(p)) { // APID SUSY case
    auto pp = p.shift(1);
    if ( pp.ndigits() == 1 ) { return false; } // Handle squarks
    if ( pp.ndigits() == 3 ) { return (pp(1) == q); } // Handle ~q qbar pairs
    if ( pp.ndigits() == 4 ) { return (pp(1) == q || pp(2) == q); } // Ignore gluinos and squarks
    if ( pp.ndigits() == 5 ) {  return (pp(1) == q || pp(2) == q || pp(3) == q); } // Ignore gluinos and squarks
    if ( pp.ndigits() > 5 ) { pp = pp.shift(1); } // Drop gluinos and squarks
    return hasQuark(pp, q); }
  return false;
}

hasQuark() [2/3]

template<>

bool hasQuark ( const int &  p, const int &  q  )

inline

Definition at line 734 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return hasQuark(value_digits, q);}

hasQuark() [3/3]

template<class T >

bool hasQuark ( const T &  p, const int &  q  )

inline

hasSquark() [1/3]

template<>

bool hasSquark ( const DecodedPID &  p, const int &  q  )

inline

Definition at line 611 of file AtlasPID.h.

                                                                   {
  auto pp = p.shift(1); return (
                                (isSquark(p) || isRHadron(p))
                                && pp.ndigits() != 2 // skip lepton and boson super-partners by vetoing ndigits==2
                                && pp(0) == q // After shifting, the first digit will always represent the squark in R-Hadron (and squark) PIDs
                                );
}

hasSquark() [2/3]

template<>

bool hasSquark ( const int &  p, const int &  q  )

inline

Definition at line 618 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return hasSquark(value_digits, q);}

hasSquark() [3/3]

template<class T >

bool hasSquark ( const T &  p, const int &  q  )

inline

Definition at line 610 of file AtlasPID.h.

{ return hasSquark(p->pdg_id(), q); }

hasStrange()

template<class T >

bool hasStrange ( const T &  p )

inline

Definition at line 736 of file AtlasPID.h.

{ return  hasQuark(p,SQUARK); }

hasTop()

template<class T >

bool hasTop ( const T &  p )

inline

Definition at line 739 of file AtlasPID.h.

{ return  hasQuark(p,TQUARK); }

isBaryon() [1/3]

template<>

bool isBaryon ( const DecodedPID &  p )

inline

Definition at line 283 of file AtlasPID.h.

                                                    {
  if (p.ndigits() < 4 ) return false;
  if (p.max_digit(1,4) >= QUARK_LIMIT ) return false; // Ignore pdg_ids which would describe states including fourth generation quarks
  if (p.min_digit(1,4) == 0) return false; // Ignore pdg_ids with zero for nq1, nq2, nq3
  if (p.ndigits() == 4 && (p.last() == 2 || p.last() == 4|| p.last() == 6|| p.last() == 8) ) return true;
 
  if (p.ndigits() == 5 && p(0) == 1 &&  (p.last() == 2 || p.last() == 4) ) return true;
  if (p.ndigits() == 5 && p(0) == 3 &&  (p.last() == 2 || p.last() == 4) ) return true;
 
  if (p.ndigits() == 6 ) {
    if (p(0) == 1 && p(1) == 0 && p.last() == 2 ) return true;
    if (p(0) == 1 && p(1) == 0 && p.last() == 4 ) return true;
    if (p(0) == 1 && p(1) == 0 && p.last() == 6 ) return true;
    if (p(0) == 1 && p(1) == 1 && p.last() == 2 ) return true;
    if (p(0) == 1 && p(1) == 2 && p.last() == 4 ) return true;
 
    if (p(0) == 2 && p(1) == 0 && p.last() == 2 ) return true;
    if (p(0) == 2 && p(1) == 0 && p.last() == 4 ) return true;
    if (p(0) == 2 && p(1) == 0 && p.last() == 6 ) return true;
    if (p(0) == 2 && p(1) == 0 && p.last() == 8 ) return true;
    if (p(0) == 2 && p(1) == 1 && p.last() == 2 ) return true;
  }
 
  if (p.ndigits() == 5 ) {
    if (p(0) == 2 && p.last() == 2 ) return true;
    if (p(0) == 2 && p.last() == 4 ) return true;
    if (p(0) == 2 && p.last() == 6 ) return true;
    if (p(0) == 5 && p.last() == 2 ) return true;
    if (p(0) == 1 && p.last() == 6 ) return true;
    if (p(0) == 4 && p.last() == 2 ) return true;
  }
  return false;
}

isBaryon() [2/3]

template<>

bool isBaryon ( const int &  p )

inline

Definition at line 316 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return isBaryon(value_digits);}

isBaryon() [3/3]

template<class T >

bool isBaryon ( const T &  p )

inline

Table 43.2 APID: states with fourth generation quarks are not baryons.

Definition at line 282 of file AtlasPID.h.

{return isBaryon(p->pdg_id());}

isBBbarMeson() [1/3]

template<>

bool isBBbarMeson ( const DecodedPID &  p )

inline

Definition at line 927 of file AtlasPID.h.

{ return leadingQuark(p) == BQUARK && isMeson(p) && (*(p.second.rbegin()+2)) == BQUARK && (*(p.second.rbegin()+1)) == BQUARK; }

isBBbarMeson() [2/3]

template<>

bool isBBbarMeson ( const int &  p )

inline

Definition at line 928 of file AtlasPID.h.

{ return isBBbarMeson(DecodedPID(p)); }

isBBbarMeson() [3/3]

template<class T >

bool isBBbarMeson ( const T &  p )

inline

Definition at line 926 of file AtlasPID.h.

{ return isBBbarMeson(p->pdg_id());}

isBoson() [1/3]

template<>

bool isBoson ( const DecodedPID &  p )

inline

Definition at line 371 of file AtlasPID.h.

{ return isBoson(p.pid()); }

isBoson() [2/3]

template<>

bool isBoson ( const int &  p )

inline

Definition at line 370 of file AtlasPID.h.

{ auto sp = std::abs(p); return sp > 20 && sp < 41; }

isBoson() [3/3]

template<class T >

bool isBoson ( const T &  p )

inline

PDG rule 9: Two-digit numbers in the range 21–30 are provided for the Standard Model gauge and Higgs bosons.

PDG rule 11b: The graviton and the boson content of a two-Higgs-doublet scenario and of additional SU(2)×U(1) groups are found in the range 31–40.

Definition at line 369 of file AtlasPID.h.

{return isBoson(p->pdg_id());}

isBottom() [1/2]

template<>

bool isBottom ( const int &  p )

inline

Definition at line 183 of file AtlasPID.h.

{ return std::abs(p) == BQUARK;}

isBottom() [2/2]

template<class T >

bool isBottom ( const T &  p )

inline

Definition at line 182 of file AtlasPID.h.

{return isBottom(p->pdg_id());}

isBottomBaryon()

template<class T >

bool isBottomBaryon ( const T &  p )

inline

Definition at line 935 of file AtlasPID.h.

{ return  leadingQuark(p) == BQUARK && isBaryon(p); }

isBottomHadron()

template<class T >

bool isBottomHadron ( const T &  p )

inline

Definition at line 912 of file AtlasPID.h.

{ return  leadingQuark(p) == BQUARK && isHadron(p); }

isBottomMeson()

template<class T >

bool isBottomMeson ( const T &  p )

inline

Definition at line 919 of file AtlasPID.h.

{ return  leadingQuark(p) == BQUARK && isMeson(p); }

isBSM() [1/3]

template<>

bool isBSM ( const DecodedPID &  p )

inline

Definition at line 847 of file AtlasPID.h.

                                                 {
  if (p.pid() == GRAVITON || std::abs(p.pid()) == MAVTOP || p.pid() == DARKPHOTON) return true;
  if (std::abs(p.pid()) > 16 && std::abs(p.pid()) < 19) return true;
  if (std::abs(p.pid()) > 31 && std::abs(p.pid()) < 39) return true;
  if (std::abs(p.pid()) > 39 && std::abs(p.pid()) < 81) return true;
  if (std::abs(p.pid()) > 6 && std::abs(p.pid()) < 9) return true;
  if (isSUSY(p)) return true;
  if (isNeutrinoRH(p.pid())) return true;
  if (isGenericMultichargedParticle(p)) return true;
  if (isTechnicolor(p)) return true;
  if (isExcited(p)) return true;
  if (isKK(p)) return true;
  if (isHiddenValley(p)) return true;
  if (isMonopole(p)) return true;
  if (isDM(p.pid())) return true;
  return false;
}

isBSM() [2/3]

template<>

bool isBSM ( const int &  p )

inline

Definition at line 864 of file AtlasPID.h.

                                          {
  if (p == GRAVITON || std::abs(p) == MAVTOP || p == DARKPHOTON) return true;
  if (std::abs(p) > 16 && std::abs(p) < 19) return true;
  if (std::abs(p) > 31 && std::abs(p) < 38) return true;
  if (std::abs(p) > 39 && std::abs(p) < 81) return true;
  if (std::abs(p) > 6 && std::abs(p) < 9) return true;
  auto value_digits = DecodedPID(p); return isBSM(value_digits);
}

isBSM() [3/3]

template<class T >

bool isBSM ( const T &  p )

inline

APID: graviton and all Higgs extensions are BSM.

Definition at line 846 of file AtlasPID.h.

{return isBSM(p->pdg_id());}

isCCbarMeson() [1/3]

template<>

bool isCCbarMeson ( const DecodedPID &  p )

inline

Definition at line 923 of file AtlasPID.h.

{ return leadingQuark(p) == CQUARK && isMeson(p) && (*(p.second.rbegin()+2)) == CQUARK && (*(p.second.rbegin()+1)) == CQUARK; }

isCCbarMeson() [2/3]

template<>

bool isCCbarMeson ( const int &  p )

inline

Definition at line 924 of file AtlasPID.h.

{ return isCCbarMeson(DecodedPID(p)); }

isCCbarMeson() [3/3]

template<class T >

bool isCCbarMeson ( const T &  p )

inline

Definition at line 922 of file AtlasPID.h.

{ return isCCbarMeson(p->pdg_id());}

isCharged()

template<class T >

bool isCharged ( const T &  p )

inline

Definition at line 1004 of file AtlasPID.h.

{ return charge3(p) != 0;}

isCharm() [1/2]

template<>

bool isCharm ( const int &  p )

inline

Definition at line 180 of file AtlasPID.h.

{ return std::abs(p) == CQUARK;}

isCharm() [2/2]

template<class T >

bool isCharm ( const T &  p )

inline

Definition at line 179 of file AtlasPID.h.

{return isCharm(p->pdg_id());}

isCharmBaryon()

template<class T >

bool isCharmBaryon ( const T &  p )

inline

Definition at line 934 of file AtlasPID.h.

{ return  leadingQuark(p) == CQUARK && isBaryon(p); }

isCharmHadron()

template<class T >

bool isCharmHadron ( const T &  p )

inline

Definition at line 911 of file AtlasPID.h.

{ return  leadingQuark(p) == CQUARK && isHadron(p); }

isCharmMeson()

template<class T >

bool isCharmMeson ( const T &  p )

inline

Definition at line 918 of file AtlasPID.h.

{ return  leadingQuark(p) == CQUARK && isMeson(p); }

isChLepton() [1/2]

template<>

bool isChLepton ( const int &  p )

inline

Definition at line 200 of file AtlasPID.h.

{ auto sp = std::abs(p); return sp >= ELECTRON && sp <= LPRIME && sp%2 == 1; }

isChLepton() [2/2]

template<class T >

bool isChLepton ( const T &  p )

inline

APID: the fourth generation leptons are leptons.

Definition at line 199 of file AtlasPID.h.

{return isChLepton(p->pdg_id());}

isDiquark() [1/3]

template<>

bool isDiquark ( const DecodedPID &  p )

inline

Definition at line 228 of file AtlasPID.h.

                                                     {
  if ( p.ndigits() == 4 && p(0) >= p(1) && p(1) !=0 && p(2) == 0 && (p.last() == 1 || p.last() == 3)
       && p.max_digit(2,4) < QUARK_LIMIT
       ) return true;
  return false;
}

isDiquark() [2/3]

template<>

bool isDiquark ( const int &  p )

inline

Definition at line 234 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return isDiquark(value_digits);}

isDiquark() [3/3]

template<class T >

bool isDiquark ( const T &  p )

inline

PDG rule 4 Diquarks have 4-digit numbers with nq1 >= nq2 and nq3 = 0 APID: states with top quarks are diquarks APID: states with fourth generation quarks are not diquarks.

Definition at line 227 of file AtlasPID.h.

{return isDiquark(p->pdg_id());}

isDM() [1/2]

template<>

bool isDM ( const int &  p )

inline

Definition at line 659 of file AtlasPID.h.

                                         {
  auto sp = std::abs(p);
  auto value_digits = DecodedPID(p);
  return (sp >= 51 && sp <= 60) || (value_digits.ndigits() == 7 && value_digits(0) == 5 && value_digits(1) == 9) || sp == DARKPHOTON; }

isDM() [2/2]

template<class T >

bool isDM ( const T &  p )

inline

PDG rule 11j: The nature of Dark Matter (DM) is not known, and therefore a definitive classificationis too early.

Candidates within specific scenarios are classified therein, such as 1000022 for the lightest neutralino. Generic fundamental states can be given temporary codes in the range 51 - 60, with 51, 52 and 53 reserved for spin 0, 1/2 and 1 ones (this could also be an axion state). Generic mediators of s-channel DM pair creation of annihilation can be given codes 54 and 55 for spin 0 or 1 ones. Separate antiparticles, with negativecodes, may or may not exist. More elaborate new scenarios should be constructed with n= 5 and nr = 9.

Definition at line 658 of file AtlasPID.h.

{return isDM(p->pdg_id());}

isElectron() [1/2]

template<>

bool isElectron ( const int &  p )

inline

Definition at line 203 of file AtlasPID.h.

{ return std::abs(p) == ELECTRON;}

isElectron() [2/2]

template<class T >

bool isElectron ( const T &  p )

inline

Definition at line 202 of file AtlasPID.h.

{return isElectron(p->pdg_id());}

isEMInteracting() [1/2]

template<>

bool isEMInteracting ( const int &  p )

inline

Definition at line 1101 of file AtlasPID.h.

{return (isPhoton(p) || isZ(p) || p == ZPRIME || p == ZDBLPRIME || std::abs(charge(p))>std::numeric_limits<double>::epsilon() || isMonopole(p));}

isEMInteracting() [2/2]

template<class T >

bool isEMInteracting ( const T &  p )

inline

Definition at line 1100 of file AtlasPID.h.

{return isEMInteracting(p->pdg_id());}

isExcited() [1/3]

template<>

bool isExcited ( const DecodedPID &  p )

inline

Definition at line 538 of file AtlasPID.h.

                                           {
  const auto& pp = (p.ndigits() == 7) ? p.shift(2) : DecodedPID(0);
  return (p.ndigits() == 7 && (p(0) == 4 && p(1) == 0) &&
          (isLepton(pp) || isQuark(pp)));
}

isExcited() [2/3]

template<>

bool isExcited ( const int &  p )

inline

Definition at line 543 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return isExcited(value_digits);}

isExcited() [3/3]

template<class T >

bool isExcited ( const T &  p )

inline

PDG rule 11f Excited (composite) quarks and leptons are identified by setting n= 4 and nr= 0.

Definition at line 536 of file AtlasPID.h.

{return isExcited(p->pdg_id());}

isFourthGeneration() [1/2]

template<>

bool isFourthGeneration ( const int &  p )

inline

Definition at line 221 of file AtlasPID.h.

{return std::abs(p) == BPRIME || std::abs(p) == TPRIME || std::abs(p) == LPRIME || std::abs(p) == NUPRIME;}

isFourthGeneration() [2/2]

template<class T >

bool isFourthGeneration ( const T &  p )

inline

Is this a 4th generation fermion? APID: 4th generation fermions are not standard model particles.

Definition at line 220 of file AtlasPID.h.

{return isFourthGeneration(p->pdg_id());}

isGaugino() [1/3]

template<>

bool isGaugino ( const DecodedPID &  p )

inline

Definition at line 505 of file AtlasPID.h.

                                                     {
  auto pp = p.shift(1); return (p.ndigits() == 7 && p(0) == 1 && isBoson(pp.pid()));
}

isGaugino() [2/3]

template<>

bool isGaugino ( const int &  p )

inline

Definition at line 508 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return isGaugino(value_digits);}

isGaugino() [3/3]

template<class T >

bool isGaugino ( const T &  p )

inline

Definition at line 504 of file AtlasPID.h.

{ return isGaugino(p->pdg_id()); }

isGeantino() [1/2]

template<>

bool isGeantino ( const int &  p )

inline

Definition at line 438 of file AtlasPID.h.

{ return (std::abs(p) ==  GEANTINO0 || std::abs(p) ==  GEANTINOPLUS);}

isGeantino() [2/2]

template<class T >

bool isGeantino ( const T &  p )

inline

Definition at line 437 of file AtlasPID.h.

{return isGeantino(p->pdg_id());}

isGenericMultichargedParticle() [1/3]

template<>

bool isGenericMultichargedParticle ( const DecodedPID &  p )

inline

Definition at line 685 of file AtlasPID.h.

{return (p.ndigits() == 8 && (p(0) == 1 || p(0) == 2) && p(1) == 0 && p(2) == 0 && p(7) == 0);}

isGenericMultichargedParticle() [2/3]

template<>

bool isGenericMultichargedParticle ( const int &  p )

inline

Definition at line 686 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return isGenericMultichargedParticle(value_digits);}

isGenericMultichargedParticle() [3/3]

template<class T >

bool isGenericMultichargedParticle ( const T &  p )

inline

In addition, there is a need to identify ”Q-ball” and similar very exotic (multi-charged) particles which may have large, non-integer charge.

These particles are assigned the ad-hoc numbering +/-100XXXY0, where the charge is XXX.Y. or +/-200XXYY0, where the charge is XX/YY. The case of +/-200XXYY0 is legacy, see https://gitlab.cern.ch/atlas/athena/-/merge_requests/25862 Note that no other quantum numbers besides the charge are considered for these generic multi-charged particles (e.g. isSUSY() is false for them). Such a model was used in previous Run-1 (1301.5272,1504.04188) and Run-2 (1812.03673,2303.13613) ATLAS searches.

Definition at line 684 of file AtlasPID.h.

{return isGenericMultichargedParticle(p->pdg_id());}

isGenSpecific() [1/2]

template<>

bool isGenSpecific ( const int &  p )

inline

Definition at line 426 of file AtlasPID.h.

                                                  {
  int ap = std::abs(p);
  if (ap >= 81 && ap <= 100) return true;
  if (ap >= 901 && ap <= 930) return true;
  if (ap >= 998 && ap <= 999) return true;
  if (ap >= 1901 && ap <= 1930) return true;
  if (ap >= 2901 && ap <= 2930) return true;
  if (ap >= 3901 && ap <= 3930) return true;
  return false;
}

isGenSpecific() [2/2]

template<class T >

bool isGenSpecific ( const T &  p )

inline

Main Table for MC internal use 81–100,901–930,998-999,1901–1930,2901–2930, and 3901–3930.

Definition at line 425 of file AtlasPID.h.

{return isGenSpecific(p->pdg_id());}

isGlueball() [1/3]

template<>

bool isGlueball ( const DecodedPID &  p )

inline

Definition at line 442 of file AtlasPID.h.

                                                       {
  if (p.ndigits() > 4) return false; // APID avoid classifying R-Glueballs as SM Glueballs
  return
    ( ( p.ndigits() == 3 && p(0) == COMPOSITEGLUON && p(1) == COMPOSITEGLUON && (p.last() == 1 || p.last() == 5) ) ||
      ( p.ndigits() == 4 && p(0) == COMPOSITEGLUON && p(1) == COMPOSITEGLUON && p(2) == COMPOSITEGLUON &&  (p.last() == 3 || p.last() == 7) )  );
}

isGlueball() [2/3]

template<>

bool isGlueball ( const int &  p )

inline

Definition at line 448 of file AtlasPID.h.

{  auto value_digits = DecodedPID(p); return isGlueball(value_digits); }

isGlueball() [3/3]

template<class T >

bool isGlueball ( const T &  p )

inline

APID: Definition of Glueballs: SM glueballs 99X (X=1,5), 999Y (Y=3,7)

Definition at line 441 of file AtlasPID.h.

{ return isGlueball(p->pdg_id()); }

isGluon() [1/2]

template<>

bool isGluon ( const int &  p )

inline

Definition at line 374 of file AtlasPID.h.

{ return p == GLUON; }

isGluon() [2/2]

template<class T >

bool isGluon ( const T &  p )

inline

Definition at line 373 of file AtlasPID.h.

{return isGluon(p->pdg_id());}

isGraviton() [1/2]

template<>

bool isGraviton ( const int &  p )

inline

Definition at line 398 of file AtlasPID.h.

{ return p == GRAVITON; }

isGraviton() [2/2]

template<class T >

bool isGraviton ( const T &  p )

inline

Definition at line 397 of file AtlasPID.h.

{return isGraviton(p->pdg_id());}

isHadron() [1/3]

template<>

bool isHadron ( const DecodedPID &  p )

inline

Definition at line 352 of file AtlasPID.h.

{ return isMeson(p) || isBaryon(p) || isTetraquark(p) || isPentaquark(p); }

isHadron() [2/3]

template<>

bool isHadron ( const int &  p )

inline

Definition at line 353 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return isHadron(value_digits);}

isHadron() [3/3]

template<class T >

bool isHadron ( const T &  p )

inline

Definition at line 351 of file AtlasPID.h.

{return isHadron(p->pdg_id());}

isHeavyBaryon()

template<class T >

bool isHeavyBaryon ( const T &  p )

inline

Definition at line 932 of file AtlasPID.h.

{  auto lq = leadingQuark(p); return  (lq == CQUARK || lq == BQUARK || lq == TQUARK) && isBaryon(p); }

isHeavyBoson() [1/2]

template<>

bool isHeavyBoson ( const int &  p )

inline

Definition at line 387 of file AtlasPID.h.

{ return p == ZPRIME || p == ZDBLPRIME || std::abs(p) == WPLUSPRIME; }

isHeavyBoson() [2/2]

template<class T >

bool isHeavyBoson ( const T &  p )

inline

APID: Additional "Heavy"/"prime" versions of W and Z bosons (Used in MCTruthClassifier)

Definition at line 386 of file AtlasPID.h.

{return isHeavyBoson(p->pdg_id());}

isHeavyHadron()

template<class T >

bool isHeavyHadron ( const T &  p )

inline

Definition at line 909 of file AtlasPID.h.

{  auto lq = leadingQuark(p); return  (lq == CQUARK || lq == BQUARK || lq == TQUARK ) && isHadron(p); }

isHeavyMeson()

template<class T >

bool isHeavyMeson ( const T &  p )

inline

Definition at line 916 of file AtlasPID.h.

{ auto lq = leadingQuark(p); return  (lq == CQUARK || lq == BQUARK || lq == TQUARK) && isMeson(p); }

isHiddenValley() [1/3]

template<>

bool isHiddenValley ( const DecodedPID &  p )

inline

Definition at line 670 of file AtlasPID.h.

                                                {
  const auto& pp = (p.ndigits() == 7) ? p.shift(2) : DecodedPID(0);
  return (p.ndigits() == 7 && p(0) == 4 && p(1) == 9 &&
          (isQuark(pp) || isLepton(pp) || isBoson(pp) || isGlueball(pp) ||
           isDiquark(pp) || isHadron(pp)));
}

isHiddenValley() [2/3]

template<>

bool isHiddenValley ( const int &  p )

inline

Definition at line 676 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return isHiddenValley(value_digits);}

isHiddenValley() [3/3]

template<class T >

bool isHiddenValley ( const T &  p )

inline

PDG rule 11k Hidden Valley particles have n = 4 and n_r = 9, and trailing numbers in agreement with their nearest-analog standard particles, as far as possible.

Thus 4900021 is the gauge boson g_v of a confining gauge field, 490000n_{q_v} and 490001n_{l_v} fundamental constituents charged or not under this, 4900022 is the γ_v of a non-confining field, and 4900n_{q_{v1}}n_{q_{v2}}n_J a Hidden Valley meson.

Definition at line 668 of file AtlasPID.h.

{return isHiddenValley(p->pdg_id());}

isHiggs() [1/2]

template<>

bool isHiggs ( const int &  p )

inline

Definition at line 391 of file AtlasPID.h.

{ return p == HIGGSBOSON; }

isHiggs() [2/2]

template<class T >

bool isHiggs ( const T &  p )

inline

APID: HIGGS boson is only one particle.

Definition at line 390 of file AtlasPID.h.

{return isHiggs(p->pdg_id());}

isKK() [1/3]

template<>

bool isKK ( const DecodedPID &  p )

inline

Definition at line 636 of file AtlasPID.h.

{return (p.ndigits() == 7 && (p(0) == 5 || p(0) == 6 ) && (p(1) != 9) );}

isKK() [2/3]

template<>

bool isKK ( const int &  p )

inline

Definition at line 637 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return isKK(value_digits);}

isKK() [3/3]

template<class T >

bool isKK ( const T &  p )

inline

PDG rule 11h A black hole in models with extra dimensions has code 5000040.

Kaluza-Klein excitations in models with extra dimensions have n = 5 or n = 6, to distinguish excitations of left-or right-handed fermions or, in case of mixing, the lighter or heavier state (cf. 11d). The non zero nr digit gives the radial excitation number, in scenarios where the level spacing allows these to be distinguished. Should the model also contain supersymmetry, excited SUSY states would be denoted by a nn_r > 0, with n = 1 or 2 as usual. Should some colored states be long-lived enough that hadrons would form around them, the coding strategy of 11g applies, with the initial two nnr digits preserved in the combined code.

Definition at line 635 of file AtlasPID.h.

{return isKK(p->pdg_id());}

isLepton() [1/3]

template<>

bool isLepton ( const DecodedPID &  p )

inline

Definition at line 191 of file AtlasPID.h.

{ return isLepton(p.pid()); }

isLepton() [2/3]

template<>

bool isLepton ( const int &  p )

inline

Definition at line 190 of file AtlasPID.h.

{ auto sp = std::abs(p); return sp >= ELECTRON && sp <= NUPRIME; }

isLepton() [3/3]

template<class T >

bool isLepton ( const T &  p )

inline

APID: the fourth generation leptons are leptons.

Definition at line 189 of file AtlasPID.h.

{return isLepton(p->pdg_id());}

isLeptoQuark() [1/2]

template<>

bool isLeptoQuark ( const int &  p )

inline

Definition at line 409 of file AtlasPID.h.

{ return std::abs(p) == LEPTOQUARK; }

isLeptoQuark() [2/2]

template<class T >

bool isLeptoQuark ( const T &  p )

inline

PDG rule 11c: “One-of-a-kind” exotic particles are assigned numbers in the range 41–80.

The subrange 61-80 can be used for new heavier fermions in generic models, where partners to the SM fermions would have codes offset by 60. If required, however, other assignments could be made.

Definition at line 408 of file AtlasPID.h.

{return isLeptoQuark(p->pdg_id());}

isLightBaryon()

template<class T >

bool isLightBaryon ( const T &  p )

inline

Definition at line 931 of file AtlasPID.h.

{ auto lq = leadingQuark(p); return  (lq == DQUARK || lq == UQUARK||lq == SQUARK) && isBaryon(p); }

isLightHadron()

template<class T >

bool isLightHadron ( const T &  p )

inline

Definition at line 908 of file AtlasPID.h.

{ auto lq = leadingQuark(p); return  (lq == DQUARK || lq == UQUARK||lq == SQUARK) && isHadron(p); }

isLightMeson()

template<class T >

bool isLightMeson ( const T &  p )

inline

Definition at line 915 of file AtlasPID.h.

{ auto lq = leadingQuark(p); return  (lq == DQUARK || lq == UQUARK||lq == SQUARK) && isMeson(p); }

isMeson() [1/3]

template<>

bool isMeson ( const DecodedPID &  p )

inline

Definition at line 245 of file AtlasPID.h.

                                                   {
  if (p.ndigits() < 3 ) return false;
  if (p.ndigits() == 7 && (p(0) == 1 || p(0) == 2)) return false; // APID don't match SUSY particles
  if (std::abs(p.pid()) == K0S) return true;
  if (std::abs(p.pid()) == K0L) return true;
  if (std::abs(p.pid()) == K0) return true;
  if (p.last() % 2 != 1 ) return false;
  if (p.max_digit(1,3) >= QUARK_LIMIT ) return false; // Ignore pdg_ids which would describe states including fourth generation quarks
  if (p.min_digit(1,3) == 0 ) return false;
  if (*(p.second.rbegin() + 2) < *(p.second.rbegin() + 1) ) return false; // Quark ordering (nq2 >= nq3)
  if (*(p.second.rbegin() + 2) == *(p.second.rbegin() + 1) && p.pid() < 0 ) return false; // Illegal antiparticle check (nq2 == nq3)
  if (p.ndigits() == 3 ) return true;
  if (*(p.second.rbegin() + 3) != 0 ) return false; // Only two quarks! (nq1 == 0)
  if (p.ndigits() == 5 && p(0) == 1 ) return true;
  if (p.ndigits() == 5 && p(0) == 2 && p.last() > 1 ) return true;
  if (p.ndigits() == 5 && p(0) == 3 && p.last() > 1 ) return true;
  if (p.ndigits() == 6 && p.last() % 2 == 1 ) return true;
  if (p.ndigits() == 7 && p(0) == 9 && p(1) == 0 ) return true;
 
  return false;
}

isMeson() [2/3]

template<>

bool isMeson ( const int &  p )

inline

Definition at line 266 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return isMeson(value_digits);}

isMeson() [3/3]

template<class T >

bool isMeson ( const T &  p )

inline

Table 43.1 PDG rule 5a: The numbers specifying the meson’s quark content conform to the convention nq1= 0 and nq2 >= nq3.

The special case K0L is the sole exception to this rule. PDG rule 5C: The special numbers 310 and 130 are given to the K0S and K0L respectively. APID: The special code K0 is used when a generator uses K0S/K0L APID: states with fourth generation quarks are not mesons

Definition at line 244 of file AtlasPID.h.

{return isMeson(p->pdg_id());}

isMonopole() [1/3]

template<>

bool isMonopole ( const DecodedPID &  p )

inline

Definition at line 646 of file AtlasPID.h.

{return (p.ndigits() == 7 && p(0) == 4 && p(1) == 1  && (p(2) == 1 || p(2) == 2 ) && p(6) == 0);}

isMonopole() [2/3]

template<>

bool isMonopole ( const int &  p )

inline

Definition at line 647 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return isMonopole(value_digits);}

isMonopole() [3/3]

template<class T >

bool isMonopole ( const T &  p )

inline

PDG rule 11i Magnetic monopoles and dyons are assumed to have one unit of Dirac monopole charge and a variable integer number nq1nq2 nq3 units of electric charge.

Codes 411nq1nq2 nq3 0 are then used when the magnetic and electrical charge sign agree and 412nq1nq2 nq3 0 when they disagree, with the overall sign of the particle set by the magnetic charge. For now no spin information is provided.

Definition at line 645 of file AtlasPID.h.

{return isMonopole(p->pdg_id());}

isMSSMHiggs() [1/2]

template<>

bool isMSSMHiggs ( const int &  p )

inline

Definition at line 395 of file AtlasPID.h.

{ return p == HIGGS2 || p == HIGGS3 || std::abs(p) == HIGGSPLUS; }

isMSSMHiggs() [2/2]

template<class T >

bool isMSSMHiggs ( const T &  p )

inline

APID: Additional Higgs bosons for MSSM (Used in MCTruthClassifier)

Definition at line 394 of file AtlasPID.h.

{return isMSSMHiggs(p->pdg_id());}

isMuon() [1/2]

template<>

bool isMuon ( const int &  p )

inline

Definition at line 206 of file AtlasPID.h.

{ return std::abs(p) == MUON;}

isMuon() [2/2]

template<class T >

bool isMuon ( const T &  p )

inline

Definition at line 205 of file AtlasPID.h.

{return isMuon(p->pdg_id());}

isNeutral() [1/3]

template<>

bool isNeutral ( const DecodedPID &  p )

inline

Definition at line 1086 of file AtlasPID.h.

{ return p.pid() != 0 && charge3(p) == 0;}

isNeutral() [2/3]

template<>

bool isNeutral ( const int &  p )

inline

Definition at line 1087 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return isNeutral(value_digits);}

isNeutral() [3/3]

template<class T >

bool isNeutral ( const T &  p )

inline

Definition at line 1085 of file AtlasPID.h.

{ return p->pdg_id() != 0 && charge3(p) == 0;}

isNeutrino() [1/2]

template<>

bool isNeutrino ( const int &  p )

inline

Definition at line 213 of file AtlasPID.h.

{ auto sp = std::abs(p); return sp == NU_E || sp == NU_MU || sp == NU_TAU || sp == NUPRIME;  }

isNeutrino() [2/2]

template<class T >

bool isNeutrino ( const T &  p )

inline

APID: the fourth generation neutrinos are neutrinos.

Definition at line 212 of file AtlasPID.h.

{return isNeutrino(p->pdg_id());}

isNeutrinoRH() [1/2]

template<>

bool isNeutrinoRH ( const int &  p )

inline

Definition at line 421 of file AtlasPID.h.

{ return (std::abs(p) ==  RH_NU_E || std::abs(p) ==  RH_NU_MU|| std::abs(p) ==  RH_NU_TAU);}

isNeutrinoRH() [2/2]

template<class T >

bool isNeutrinoRH ( const T &  p )

inline

PDG Rule 12: APID: Helper function for right-handed neutrino states These are generator defined PDG ID values for right handed neutrinos.

(Defined for some MadGraph+Pythia8 samples and referenced in MCTruthClassifierGen.cxx)

Definition at line 420 of file AtlasPID.h.

{return isNeutrinoRH(p->pdg_id());}

isNucleus() [1/3]

template<>

bool isNucleus ( const DecodedPID &  p )

inline

Definition at line 703 of file AtlasPID.h.

                                                     {
  if (std::abs(p.pid()) == PROTON) return true;
  if (p.ndigits() != 10) return false;
  // charge should always be less than or equal to baryon number
  // the following line is A >= Z
  const int A = p(8) + 10*p(7) + 100*p(6);
  const int Z = p(5) + 10*p(4) + 100*p(3);
  return ( A >= Z &&  p(0) == 1 &&  p(1) == 0 );
}

isNucleus() [2/3]

template<>

bool isNucleus ( const int &  p )

inline

Definition at line 712 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return isNucleus(value_digits);}

isNucleus() [3/3]

template<class T >

bool isNucleus ( const T &  p )

inline

PDG rule 16 Nuclear codes are given as 10-digit numbers ±10LZZZAAAI.

For a (hyper)nucleus consisting of n_p protons, n_n neutrons and n_Λ Λ’s: A = n_p + n_n + n_Λ gives the total baryon number, Z = n_p gives the total charge, L = n_Λ gives the total number of strange quarks. I gives the isomer level, with I= 0 corresponding to the ground state and I > 0 to excitations, see [http://www.nndc.bnl.gov/amdc/web/nubase en.html], where states denoted m, n, p ,q translate to I= 1–4. As examples, the deuteron is 1000010020 and 235U is 1000922350. To avoid ambiguities, nuclear codes should not be applied to a single hadron, like p, n or Λ^0, where quark-contents-based codes already exist.

Definition at line 702 of file AtlasPID.h.

{return isNucleus(p->pdg_id());}

isParton()

template<class T >

bool isParton ( const T &  p )

inline

Definition at line 1103 of file AtlasPID.h.

{ return isQuark(p)||isGluon(p);}

isPentaquark() [1/3]

template<>

bool isPentaquark ( const DecodedPID &  p )

inline

Definition at line 343 of file AtlasPID.h.

                                                        {
  return (p.ndigits() == 9 && p(0) == 1 &&
          p.max_digit(1,6) < QUARK_LIMIT && p.min_digit(1,6) > 0 && // ignore 4th generation (anti-)quarks
          ( p(3) >= p(4) && p(4) >= p(5) && p(5) >= p(6)) );
}

isPentaquark() [2/3]

template<>

bool isPentaquark ( const int &  p )

inline

Definition at line 348 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return isPentaquark(value_digits);}

isPentaquark() [3/3]

template<class T >

bool isPentaquark ( const T &  p )

inline

PDG rule 15 The 9-digit penta-quark codes are ±1nrnLnq1nq2nq3nq4nq5nJ, sorted such that nq1≥nq2≥nq3≥nq4.

In the particle the first four are quarks and the fifth an antiquark while the opposite holds in the antiparticle, which is given with a negative sign. The nr, nL, and nJ numbers have the same meaning as for ordinary hadrons.

Definition at line 342 of file AtlasPID.h.

{return isPentaquark(p->pdg_id());}

isPhoton() [1/2]

template<>

bool isPhoton ( const int &  p )

inline

Definition at line 377 of file AtlasPID.h.

{ return p == PHOTON; }

isPhoton() [2/2]

template<class T >

bool isPhoton ( const T &  p )

inline

Definition at line 376 of file AtlasPID.h.

{return isPhoton(p->pdg_id());}

isPythia8Specific() [1/3]

template<>

bool isPythia8Specific ( const DecodedPID &  p )

inline

Definition at line 412 of file AtlasPID.h.

{ return (p.ndigits() == 7 && p(0) == 9 && p(1) == 9);}

isPythia8Specific() [2/3]

template<>

bool isPythia8Specific ( const int &  p )

inline

Definition at line 413 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return isPythia8Specific(value_digits);}

isPythia8Specific() [3/3]

template<class T >

bool isPythia8Specific ( const T &  p )

inline

Definition at line 411 of file AtlasPID.h.

{return isPythia8Specific(p->pdg_id());}

isQuark() [1/3]

template<>

bool isQuark ( const DecodedPID &  p )

inline

Definition at line 169 of file AtlasPID.h.

{ return isQuark(p.pid()); }

isQuark() [2/3]

template<>

bool isQuark ( const int &  p )

inline

Definition at line 168 of file AtlasPID.h.

{ return p != 0 && (std::abs(p) <= TPRIME || std::abs(p) == MAVTOP);}

isQuark() [3/3]

template<class T >

bool isQuark ( const T &  p )

inline

PDG rule 2: Quarks and leptons are numbered consecutively starting from 1 and 11 respectively; to do this they are first ordered by family and within families by weak isospin.

APID: the fourth generation quarks are quarks.

Definition at line 167 of file AtlasPID.h.

{return isQuark(p->pdg_id());}

isQuarkonium() [1/3]

template<>

bool isQuarkonium ( const DecodedPID &  p )

inline

Definition at line 274 of file AtlasPID.h.

                                                         {
  if (!isMeson(p)) return false; //< all quarkonia are mesons
  return (*(p.second.rbegin() + 2) > SQUARK && p.last() > 0 && *(p.second.rbegin() + 1) == *(p.second.rbegin() + 2));
}

isQuarkonium() [2/3]

template<>

bool isQuarkonium ( const int &  p )

inline

Definition at line 278 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return isQuarkonium(value_digits);}

isQuarkonium() [3/3]

template<class T >

bool isQuarkonium ( const T &  p )

inline

Is this a heavy-flavour quarkonium meson?

Note

Original by LHCb in Rivet analysis LHCB_2016_I1504058

phi = s,sbar is not considered quarkonium

Definition at line 273 of file AtlasPID.h.

{return isQuarkonium(p->pdg_id());}

isRBaryon() [1/3]

template<>

bool isRBaryon ( const DecodedPID &  p )

inline

Definition at line 590 of file AtlasPID.h.

                                                      {
  if (!(p.ndigits() == 7 && (p(0) == 1 || p(0) == 2))) return false;
  auto pp = p.shift(1);
  return (
          // Handle ~gluino-quark-quark-quark states
          (pp.ndigits() == 5 && p(0) == 1 && pp(0) == COMPOSITEGLUON && pp.min_digit(1,4) > 0 && pp.max_digit(1,4) < QUARK_LIMIT && pp(2) <= pp(1) && pp(3) <= pp(2) && (pp.last() == 2 || pp.last() == 4)) ||
          // Handle squark-quark-quark states (previously called Sbaryons)
          (pp.ndigits() == 4 && pp.min_digit(1,4) > 0 && pp.max_digit(1,4) < QUARK_LIMIT && pp(1) <= pp(0) && pp(2) <= pp(1) && (pp.last() == 1 || pp.last() == 3))
          );
}

isRBaryon() [2/3]

template<>

bool isRBaryon ( const int &  p )

inline

Definition at line 600 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return isRBaryon(value_digits); }

isRBaryon() [3/3]

template<class T >

bool isRBaryon ( const T &  p )

inline

Definition at line 589 of file AtlasPID.h.

{ return isRBaryon(p->pdg_id()); }

isResonance()

template<class T >

bool isResonance ( const T &  p )

inline

Definition at line 400 of file AtlasPID.h.

{ return isZ(p) || isW(p) || isHiggs(p) || isTop(p); } // APID: not including t' (pdg_id=8), Z', Z'' and W'+ or BSM Higgs bosons

isRGlueball() [1/3]

template<>

bool isRGlueball ( const DecodedPID &  p )

inline

Definition at line 563 of file AtlasPID.h.

                                                        {
  if (p.ndigits() != 7 || p(0) != 1) return false;
  auto pp = p.shift(1);
  return
    ( ( pp.ndigits() == 3 && pp(0) == COMPOSITEGLUON && pp(1) == COMPOSITEGLUON && (pp.last() == 1 || pp.last() == 3) ) ||
      ( pp.ndigits() == 4 && pp(0) == COMPOSITEGLUON && pp(1) == COMPOSITEGLUON && pp(2) == COMPOSITEGLUON && (pp.last() == 1 || pp.last() == 5) )  );
}

isRGlueball() [2/3]

template<>

bool isRGlueball ( const int &  p )

inline

Definition at line 570 of file AtlasPID.h.

{  auto value_digits = DecodedPID(p);  return isRGlueball(value_digits); }

isRGlueball() [3/3]

template<class T >

bool isRGlueball ( const T &  p )

inline

PDG rule 11g: Within several scenarios of new physics, it is possible to have colored particles sufficiently long-lived for color-singlet hadronic states to form around them.

In the context of supersymmetric scenarios, these states are called R-hadrons, since they carry odd R- parity. R-hadron codes, defined here, should be viewed as templates for corresponding codes also in other scenarios, for any long-lived particle that is either an unflavored color octet or a flavored color triplet. The R-hadron code is obtained by combining the SUSY particle code with a code for the light degrees of freedom, with as many intermediate zeros removed from the former as required to make place for the latter at the end. (To exemplify, a sparticle n00000n˜q combined with quarks q1 and q2 obtains code n00n˜qnq1 nq2 nJ .) Specifically, the new-particle spin decouples in the limit of large masses, so that the final nJ digit is defined by the spin state of the light-quark system alone. An appropriate number of nq digits is used to define the ordinary-quark content. As usual, 9 rather than 21 is used to denote a gluon/gluino in composite states. The sign of the hadron agrees with that of the constituent new particle (a color triplet) where there is a distinct new antiparticle, and else is defined as for normal hadrons. Particle names are R with the flavor content as lower index. APID: Definition of R-Glueballs: 100099X (X=1,3), 100999Y (Y=1,5) APID: NB In the current numbering scheme, some states with 2 gluinos + gluon or 2 gluons + gluino could have degenerate PDG_IDs.

Definition at line 562 of file AtlasPID.h.

{ return isRGlueball(p->pdg_id()); }

isRHadron() [1/3]

template<>

bool isRHadron ( const DecodedPID &  p )

inline

Definition at line 604 of file AtlasPID.h.

                                                      {
  return (isRBaryon(p) || isRMeson(p) || isRGlueball(p));
}

isRHadron() [2/3]

template<>

bool isRHadron ( const int &  p )

inline

Definition at line 607 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return isRHadron(value_digits); }

isRHadron() [3/3]

template<class T >

bool isRHadron ( const T &  p )

inline

Definition at line 603 of file AtlasPID.h.

{ return isRHadron(p->pdg_id()); }

isRMeson() [1/3]

template<>

bool isRMeson ( const DecodedPID &  p )

inline

Definition at line 575 of file AtlasPID.h.

                                                     {
  if (!(p.ndigits() == 7 && (p(0) == 1 || p(0) == 2))) return false;
  auto pp = p.shift(1);
  return (
          // Handle ~gluino-quark-antiquark states
          (pp.ndigits() == 4 && p(0) == 1 && pp(0) == COMPOSITEGLUON && pp.min_digit(1,3) > 0 && pp.max_digit(1,3) < QUARK_LIMIT && pp(2) <= pp(1) && (pp.last() == 1 || pp.last() == 3)) ||
          // Handle squark-antiquark states (previously called Smeson/mesoninos)
          (pp.ndigits() == 3 && pp.min_digit(1,3) > 0 && pp.max_digit(1,3) < QUARK_LIMIT && pp(1) <= pp(0) && pp.last() == 2)
          );
}

isRMeson() [2/3]

template<>

bool isRMeson ( const int &  p )

inline

Definition at line 585 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return isRMeson(value_digits); }

isRMeson() [3/3]

template<class T >

bool isRMeson ( const T &  p )

inline

Definition at line 574 of file AtlasPID.h.

{ return isRMeson(p->pdg_id()); }

isSlepton() [1/3]

template<>

bool isSlepton ( const DecodedPID &  p )

inline

Definition at line 483 of file AtlasPID.h.

{ auto pp = p.shift(1); return (p.ndigits() == 7 && (p(0) == 1 || p(0) == 2) && isSMLepton(pp));}

isSlepton() [2/3]

template<>

bool isSlepton ( const int &  p )

inline

Definition at line 484 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return isSlepton(value_digits);}

isSlepton() [3/3]

template<class T >

bool isSlepton ( const T &  p )

inline

Definition at line 482 of file AtlasPID.h.

{ return isSlepton(p->pdg_id()); }

isSleptonLH() [1/3]

template<>

bool isSleptonLH ( const DecodedPID &  p )

inline

Definition at line 489 of file AtlasPID.h.

                                                       {
  auto pp = p.shift(1); return (p.ndigits() == 7 && p(0) == 1 && isSMLepton(pp));
}

isSleptonLH() [2/3]

template<>

bool isSleptonLH ( const int &  p )

inline

Definition at line 492 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return isSleptonLH(value_digits);}

isSleptonLH() [3/3]

template<class T >

bool isSleptonLH ( const T &  p )

inline

Definition at line 488 of file AtlasPID.h.

{ return isSleptonLH(p->pdg_id()); }

isSleptonRH() [1/3]

template<>

bool isSleptonRH ( const DecodedPID &  p )

inline

Definition at line 497 of file AtlasPID.h.

                                                       {
  auto pp = p.shift(1); return (p.ndigits() == 7 && p(0) == 2 && isSMLepton(pp));
}

isSleptonRH() [2/3]

template<>

bool isSleptonRH ( const int &  p )

inline

Definition at line 500 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return isSleptonRH(value_digits);}

isSleptonRH() [3/3]

template<class T >

bool isSleptonRH ( const T &  p )

inline

Definition at line 496 of file AtlasPID.h.

{ return isSleptonRH(p->pdg_id()); }

isSMLepton() [1/3]

template<>

bool isSMLepton ( const DecodedPID &  p )

inline

Definition at line 196 of file AtlasPID.h.

{ return isSMLepton(p.pid()); }

isSMLepton() [2/3]

template<>

bool isSMLepton ( const int &  p )

inline

Definition at line 195 of file AtlasPID.h.

{ auto sp = std::abs(p); return sp >= ELECTRON && sp <= NU_TAU; }

isSMLepton() [3/3]

template<class T >

bool isSMLepton ( const T &  p )

inline

APID: the fourth generation leptons are not standard model leptons.

Definition at line 194 of file AtlasPID.h.

{return isSMLepton(p->pdg_id());}

isSMNeutrino() [1/2]

template<>

bool isSMNeutrino ( const int &  p )

inline

Definition at line 216 of file AtlasPID.h.

{ auto sp = std::abs(p); return sp == NU_E || sp == NU_MU || sp == NU_TAU;  }

isSMNeutrino() [2/2]

template<class T >

bool isSMNeutrino ( const T &  p )

inline

Definition at line 215 of file AtlasPID.h.

{return isSMNeutrino(p->pdg_id());}

isSMQuark() [1/3]

template<>

bool isSMQuark ( const DecodedPID &  p )

inline

Definition at line 174 of file AtlasPID.h.

{ return isSMQuark(p.pid()); }

isSMQuark() [2/3]

template<>

bool isSMQuark ( const int &  p )

inline

Definition at line 173 of file AtlasPID.h.

{ return p != 0 && std::abs(p) <= TQUARK;}

isSMQuark() [3/3]

template<class T >

bool isSMQuark ( const T &  p )

inline

Definition at line 172 of file AtlasPID.h.

{return isSMQuark(p->pdg_id());}

isSquark() [1/3]

template<>

bool isSquark ( const DecodedPID &  p )

inline

Definition at line 459 of file AtlasPID.h.

                                                    {
  auto pp = p.shift(1); return (p.ndigits() == 7 && (p(0) == 1 || p(0) == 2) && isSMQuark(pp));
}

isSquark() [2/3]

template<>

bool isSquark ( const int &  p )

inline

Definition at line 462 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return isSquark(value_digits);}

isSquark() [3/3]

template<class T >

bool isSquark ( const T &  p )

inline

PDG rule 11d Fundamental supersymmetric particles are identified by adding a nonzero n to the particle number.

The superpartner of a boson or a left-handed fermion has n = 1 while the superpartner of a right-handed fermion has n = 2. When mixing occurs, such as between the winos and charged Higgsinos to give charginos, or between left and right sfermions, the lighter physical state is given the smaller basis state number.

Definition at line 458 of file AtlasPID.h.

{ return isSquark(p->pdg_id()); }

isSquarkLH() [1/3]

template<>

bool isSquarkLH ( const DecodedPID &  p )

inline

Definition at line 467 of file AtlasPID.h.

                                                      {
  auto pp = p.shift(1); return (p.ndigits() == 7 && p(0) == 1 && isSMQuark(pp));
}

isSquarkLH() [2/3]

template<>

bool isSquarkLH ( const int &  p )

inline

Definition at line 470 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return isSquarkLH(value_digits);}

isSquarkLH() [3/3]

template<class T >

bool isSquarkLH ( const T &  p )

inline

Definition at line 466 of file AtlasPID.h.

{ return isSquarkLH(p->pdg_id()); }

isSquarkRH() [1/3]

template<>

bool isSquarkRH ( const DecodedPID &  p )

inline

Definition at line 475 of file AtlasPID.h.

                                                      {
  auto pp = p.shift(1); return (p.ndigits() == 7 && p(0) == 2 && isSMQuark(pp));
}

isSquarkRH() [2/3]

template<>

bool isSquarkRH ( const int &  p )

inline

Definition at line 478 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return isSquarkRH(value_digits);}

isSquarkRH() [3/3]

template<class T >

bool isSquarkRH ( const T &  p )

inline

Definition at line 474 of file AtlasPID.h.

{ return isSquarkRH(p->pdg_id()); }

isStrange() [1/2]

template<>

bool isStrange ( const int &  p )

inline

Definition at line 177 of file AtlasPID.h.

{ return std::abs(p) == SQUARK;}

isStrange() [2/2]

template<class T >

bool isStrange ( const T &  p )

inline

Definition at line 176 of file AtlasPID.h.

{return isStrange(p->pdg_id());}

isStrangeBaryon()

template<class T >

bool isStrangeBaryon ( const T &  p )

inline

Definition at line 933 of file AtlasPID.h.

{ return  leadingQuark(p) == SQUARK && isBaryon(p); }

isStrangeHadron()

template<class T >

bool isStrangeHadron ( const T &  p )

inline

Definition at line 910 of file AtlasPID.h.

{ return  leadingQuark(p) == SQUARK && isHadron(p); }

isStrangeMeson()

template<class T >

bool isStrangeMeson ( const T &  p )

inline

Definition at line 917 of file AtlasPID.h.

{ return  leadingQuark(p) == SQUARK && isMeson(p); }

isStrongInteracting() [1/2]

template<>

bool isStrongInteracting ( const int &  p )

inline

Definition at line 1179 of file AtlasPID.h.

{ return (isGluon(p) || isQuark(p) || isDiquark(p) || isGlueball(p) || isLeptoQuark(p) || isHadron(p) || isRHadron(p));} // APID: Glueballs and R-Hadrons are also strong-interacting

isStrongInteracting() [2/2]

template<class T >

bool isStrongInteracting ( const T &  p )

inline

Definition at line 1178 of file AtlasPID.h.

{return isStrongInteracting(p->pdg_id());}

isSuperpartner() [1/3]

template<>

bool isSuperpartner ( const DecodedPID &  p )

inline

Definition at line 513 of file AtlasPID.h.

                                                          {
  return isSlepton(p) || isSquark(p) || isGaugino(p);
}

isSuperpartner() [2/3]

template<>

bool isSuperpartner ( const int &  p )

inline

Definition at line 516 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return isSuperpartner(value_digits);}

isSuperpartner() [3/3]

template<class T >

bool isSuperpartner ( const T &  p )

inline

Definition at line 512 of file AtlasPID.h.

{ return isSuperpartner(p->pdg_id()); }

isSUSY() [1/3]

template<>

bool isSUSY ( const DecodedPID &  p )

inline

Definition at line 624 of file AtlasPID.h.

{return (isSuperpartner(p) || isRHadron(p));}

isSUSY() [2/3]

template<>

bool isSUSY ( const int &  p )

inline

Definition at line 625 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return isSUSY(value_digits);}

isSUSY() [3/3]

template<class T >

bool isSUSY ( const T &  p )

inline

Definition at line 623 of file AtlasPID.h.

{return isSUSY(p->pdg_id());}

isTau() [1/2]

template<>

bool isTau ( const int &  p )

inline

Definition at line 209 of file AtlasPID.h.

{ return std::abs(p) == TAU;}

isTau() [2/2]

template<class T >

bool isTau ( const T &  p )

inline

Definition at line 208 of file AtlasPID.h.

{return isTau(p->pdg_id());}

isTechnicolor() [1/3]

template<>

bool isTechnicolor ( const DecodedPID &  p )

inline

Definition at line 526 of file AtlasPID.h.

                                               {
  const auto& pp = (p.ndigits() == 7) ? p.shift(2) : DecodedPID(0);
  return (p.ndigits() == 7 && p(0) == 3 && (p(1) == 0 || p(1) == 1) &&
          (isQuark(pp) || isLepton(pp) || isBoson(pp) || isGlueball(pp) ||
           isDiquark(pp) || isHadron(pp)));
}

isTechnicolor() [2/3]

template<>

bool isTechnicolor ( const int &  p )

inline

Definition at line 532 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return isTechnicolor(value_digits);}

isTechnicolor() [3/3]

template<class T >

bool isTechnicolor ( const T &  p )

inline

PDG rule 11e Technicolor states have n = 3, with technifermions treated like ordinary fermions.

States which are ordinary color singlets have n_r = 0. Color octets have n_r = 1. If a state has non-trivial quantum numbers under the topcolor groups SU(3)1×SU(3)2, the quantum numbers are specified by tech, ij, where i and j are 1 or 2. nLis then 2i+j. The coloron V8, is a heavy gluon color octet and thus is 3100021

Definition at line 524 of file AtlasPID.h.

{return isTechnicolor(p->pdg_id());}

isTetraquark() [1/3]

template<>

bool isTetraquark ( const DecodedPID &  p )

inline

Definition at line 326 of file AtlasPID.h.

                                                        {
  return (p.ndigits() == 9 && p(0) == 1 && p(5) == 0 &&
          p.max_digit(1,3) < QUARK_LIMIT && p.min_digit(1,3) > 0 && // ignore 4th generation quarks for nq3 and nq4
          p.max_digit(4,6) < QUARK_LIMIT && p.min_digit(4,6) > 0 && // ignore 4th generation quarks for nq1 and nq2
          ( p(3) >= p(4) && p(6) >= p(7) ) && ( ( p(3) > p(6) ) || ( p(3) == p(6) && (p(4) >= p(7))))
          );
}

isTetraquark() [2/3]

template<>

bool isTetraquark ( const int &  p )

inline

Definition at line 333 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return isTetraquark(value_digits);}

isTetraquark() [3/3]

template<class T >

bool isTetraquark ( const T &  p )

inline

PDG rule 14 The 9-digit tetra-quark codes are ±1nrnLnq1nq20nq3nq4nJ.

For the particle q1q2 is a diquark and ̄q3 ̄q4 an antidiquark, sorted such that nq1≥nq2, nq3≥nq4, nq1≥nq3, and nq2≥nq4 if nq1=nq3. For the antiparticle, given with a negative sign, ̄q1 ̄q2 is an antidiquark and q3q4 a diquark, with the same sorting except that either nq1>nq3 or nq2>nq4 (so that flavour-diagonal states are particles). The nr, nL, and nJ numbers have the same meaning as for ordinary hadrons. APID: states with fourth generation quarks are not tetraquarks

Definition at line 325 of file AtlasPID.h.

{return isTetraquark(p->pdg_id());}

isTop() [1/2]

template<>

bool isTop ( const int &  p )

inline

Definition at line 186 of file AtlasPID.h.

{ return std::abs(p) == TQUARK;}

isTop() [2/2]

template<class T >

bool isTop ( const T &  p )

inline

Definition at line 185 of file AtlasPID.h.

{return isTop(p->pdg_id());}

isTopBaryon()

template<class T >

bool isTopBaryon ( const T &  p )

inline

Definition at line 936 of file AtlasPID.h.

{ return  leadingQuark(p) == TQUARK && isBaryon(p); }

isTopHadron()

template<class T >

bool isTopHadron ( const T &  p )

inline

Definition at line 913 of file AtlasPID.h.

{ return  leadingQuark(p) == TQUARK && isHadron(p); }

isTopMeson()

template<class T >

bool isTopMeson ( const T &  p )

inline

Definition at line 920 of file AtlasPID.h.

{ return  leadingQuark(p) == TQUARK && isMeson(p); }

isTrajectory() [1/2]

template<>

bool isTrajectory ( const int &  p )

inline

Definition at line 360 of file AtlasPID.h.

{ return std::abs(p) == POMERON || std::abs(p) == ODDERON || std::abs(p) == REGGEON; }

isTrajectory() [2/2]

template<class T >

bool isTrajectory ( const T &  p )

inline

PDG rule 8: The pomeron and odderon trajectories and a generic reggeon trajectory of states in QCD areassigned codes 990, 9990, and 110 respectively.

Definition at line 359 of file AtlasPID.h.

{return isTrajectory(p->pdg_id());}

isTransportable() [1/3]

template<>

bool isTransportable ( const DecodedPID &  p )

inline

Definition at line 874 of file AtlasPID.h.

{ return isPhoton(p.pid()) || isGeantino(p.pid()) || isHadron(p) || isLepton(p.pid()) || p.pid() == DARKPHOTON;}

isTransportable() [2/3]

template<>

bool isTransportable ( const int &  p )

inline

Definition at line 875 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return isTransportable(value_digits);}

isTransportable() [3/3]

template<class T >

bool isTransportable ( const T &  p )

inline

Definition at line 873 of file AtlasPID.h.

{return isTransportable(p->pdg_id());}

isValid() [1/3]

template<>

bool isValid ( const DecodedPID &  p )

inline

Definition at line 879 of file AtlasPID.h.

                                                   {
  return p.pid() !=0 && ( isQuark(p) || isLepton(p) || isBoson(p) || isGlueball(p) ||
                         isTrajectory(p.pid()) || isGenSpecific(p.pid()) || isDiquark(p) ||
                         isBSM(p) || isHadron(p) || isNucleus(p) || isGeantino(p.pid()) ||
                         isPythia8Specific(p) ); }

isValid() [2/3]

template<>

bool isValid ( const int &  p )

inline

Definition at line 884 of file AtlasPID.h.

                                            { if (!p) return false; if (std::abs(p) < 42) return true;
  if (isGenSpecific(p)) return true;
  auto value_digits = DecodedPID(p); return isValid(value_digits);
}

isValid() [3/3]

template<class T >

bool isValid ( const T &  p )

inline

Av: we implement here an ATLAS-sepcific convention: all particles which are 99xxxxx are fine.

Definition at line 878 of file AtlasPID.h.

{return isValid(p->pdg_id());}

isW() [1/2]

template<>

bool isW ( const int &  p )

inline

Definition at line 383 of file AtlasPID.h.

{ return std::abs(p) == WPLUSBOSON; }

isW() [2/2]

template<class T >

bool isW ( const T &  p )

inline

Definition at line 382 of file AtlasPID.h.

{return isW(p->pdg_id());}

isWeaklyDecayingBHadron() [1/3]

template<>

bool isWeaklyDecayingBHadron ( const DecodedPID &  p )

inline

Definition at line 968 of file AtlasPID.h.

{ return isWeaklyDecayingBHadron(p.pid()); }

isWeaklyDecayingBHadron() [2/3]

template<>

bool isWeaklyDecayingBHadron ( const int &  p )

inline

Definition at line 943 of file AtlasPID.h.

                                                             {
  const int pid = std::abs(p);
  return ( pid == 511   || // B0
           pid == 521   || // B+
           pid == 531   || // B_s0
           pid == 541   || // B_c+
           pid == 5122  || // Lambda_b0
           pid == 5132  || // Xi_b-
           pid == 5232  || // Xi_b0
           pid == 5112  || // Sigma_b-
           pid == 5212  || // Sigma_b0
           pid == 5222  || // Sigma_b+
           pid == 5332  || // Omega_b-
           pid == 5142  || // Xi_bc0
           pid == 5242  || // Xi_bc+
           pid == 5412  || // Xi'_bc0
           pid == 5422  || // Xi'_bc+
           pid == 5342  || // Omega_bc0
           pid == 5432  || // Omega'_bc0
           pid == 5442  || // Omega_bcc+
           pid == 5512  || // Xi_bb-
           pid == 5522  || // Xi_bb0
           pid == 5532  || // Omega_bb-
           pid == 5542  ); // Omega_bbc0
}

isWeaklyDecayingBHadron() [3/3]

template<class T >

bool isWeaklyDecayingBHadron ( const T &  p )

inline

Definition at line 942 of file AtlasPID.h.

{return isWeaklyDecayingBHadron(p->pdg_id());}

isWeaklyDecayingCHadron() [1/3]

template<>

bool isWeaklyDecayingCHadron ( const DecodedPID &  p )

inline

Definition at line 992 of file AtlasPID.h.

{ return isWeaklyDecayingCHadron(p.pid()); }

isWeaklyDecayingCHadron() [2/3]

template<>

bool isWeaklyDecayingCHadron ( const int &  p )

inline

Definition at line 978 of file AtlasPID.h.

                                                             {
  const int pid = std::abs(p);
  return ( pid == 411   || // D+
           pid == 421   || // D0
           pid == 431   || // Ds+
           pid == 4122  || // Lambda_c+
           pid == 4132  || // Xi_c0
           pid == 4232  || // Xi_c+
           pid == 4212  || // Xi_c0
           pid == 4332  || // Omega_c0
           pid == 4412  || // Xi_cc+
           pid == 4422  || // Xi_cc++
           pid == 4432  ); // Omega_cc+
}

isWeaklyDecayingCHadron() [3/3]

template<class T >

bool isWeaklyDecayingCHadron ( const T &  p )

inline

Definition at line 977 of file AtlasPID.h.

{return isWeaklyDecayingCHadron(p->pdg_id());}

isZ() [1/2]

template<>

bool isZ ( const int &  p )

inline

Definition at line 380 of file AtlasPID.h.

{ return p == Z0BOSON; }

isZ() [2/2]

template<class T >

bool isZ ( const T &  p )

inline

Definition at line 379 of file AtlasPID.h.

{return isZ(p->pdg_id());}

leadingQuark() [1/3]

template<>

int leadingQuark ( const DecodedPID &  p )

inline

Definition at line 890 of file AtlasPID.h.

                                                       {
  if (isQuark(p.pid())) { return std::abs(p.pid());}
  if (isMeson(p)) { return p.max_digit(1,3);}
  if (isDiquark(p)) { return p.max_digit(2,4);}
  if (isBaryon(p)) { return p.max_digit(1,4);}
  if (isTetraquark(p)) { return p.max_digit(1,5);}
  if (isPentaquark(p)) { return p.max_digit(1,6);}
  if (isSUSY(p)) { // APID SUSY case
    auto pp = p.shift(1);
    if ( pp.ndigits() == 1 ) { return 0; } // Handle squarks
    if ( pp.ndigits() == 3 ) { pp = DecodedPID(pp(1)); } // Handle ~q qbar pairs
    if ( pp.ndigits()  > 3 ) { pp = pp.shift(1); } // Drop gluinos and squarks
    return leadingQuark(pp); }
  return 0;
}

leadingQuark() [2/3]

template<>

int leadingQuark ( const int &  p )

inline

Definition at line 906 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return leadingQuark(value_digits);}

leadingQuark() [3/3]

template<class T >

int leadingQuark ( const T &  p )

inline

Definition at line 889 of file AtlasPID.h.

{return leadingQuark(p->pdg_id());}

numberOfLambdas() [1/3]

template<>

int numberOfLambdas ( const DecodedPID &  p )

inline

Definition at line 825 of file AtlasPID.h.

                                                          {
  if (std::abs(p.pid()) == LAMBDA0) { return  (p.pid() > 0) ? 1 : -1; }
  if (isNucleus(p) && p.ndigits() == 10) { return (p.pid() > 0) ? p(2) : -p(2); }
  return 0;
}

numberOfLambdas() [2/3]

template<>

int numberOfLambdas ( const int &  p )

inline

Definition at line 830 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return numberOfLambdas(value_digits);}

numberOfLambdas() [3/3]

template<class T >

int numberOfLambdas ( const T &  p )

inline

Definition at line 824 of file AtlasPID.h.

{return numberOfLambdas(p->pdg_id());}

numberOfProtons() [1/3]

template<>

int numberOfProtons ( const DecodedPID &  p )

inline

Definition at line 834 of file AtlasPID.h.

                                                          {
  if (std::abs(p.pid()) == PROTON) { return  (p.pid() > 0) ? 1 : -1; }
  if (isNucleus(p)) {
    const int result = p(5) + 10*p(4) + 100*p(3);
    return (p.pid() > 0) ? result : -result;
  }
  return 0;
}

numberOfProtons() [2/3]

template<>

int numberOfProtons ( const int &  p )

inline

Definition at line 842 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return numberOfProtons(value_digits);}

numberOfProtons() [3/3]

template<class T >

int numberOfProtons ( const T &  p )

inline

Definition at line 833 of file AtlasPID.h.

{return numberOfProtons(p->pdg_id());}

spin() [1/3]

template<>

double spin ( const DecodedPID &  p )

inline

Definition at line 1148 of file AtlasPID.h.

{ return 1.0*spin2(p)/2.0; }

spin() [2/3]

template<>

double spin ( const int &  p )

inline

Definition at line 1149 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return spin(value_digits);}

spin() [3/3]

template<class T >

double spin ( const T &  p )

inline

Definition at line 1147 of file AtlasPID.h.

{ return spin(p->pdg_id()); }

spin2() [1/3]

template<>

int spin2 ( const DecodedPID &  p )

inline

Definition at line 1108 of file AtlasPID.h.

                                                 {
  if (isSUSY(p)) {
    auto pp = p.shift(1);
    auto ap = std::abs(pp.pid());
    if (ap < TABLESIZE ) { return std::abs(double_spin.at(ap)-1); } // sparticles (0->1, 1 -> 0,  2->1,  4->3)
    return p.last()-1; // R-Hadrons (p.last() == 2J +1)
  }
  if (isHiddenValley(p)) { //Hidden Valley spins
    auto pp = p.shift(2);
    if (isHadron(pp)) { return pp.last()-1; } // Hadrons (p.last == 2J+1 - special cases handled above)
  }
  if (isKK(p)) { // Kaluza-Klein spins
    auto pp = p.shift(2);
    auto ap = std::abs(pp.pid());
    if (ap < TABLESIZE ) { return double_spin.at(ap); } // fundamental particles
  }
  if (isDM(std::abs(p.pid()))) { //DM spins
    if (p.ndigits() == 7) { // Determining the spins for the more elaborate, 7-digit DM codes
      auto pp = p.shift(3); // The first two digits indicate the particle is DM, the third indicates left/right-handedness (see 11(j))
      auto ap = std::abs(pp.pid());
      if (ap < TABLESIZE) { return double_spin.at(ap); } // fundamental particles
    }else if (std::abs(p.pid()) < TABLESIZE) { // Just to make sure the correct spin is returned for DM 51-60
      return std::abs(double_spin.at(std::abs(p.pid())));
    }
  }
  auto ap = std::abs(p.pid());
  if (ap == K0S) { return 0; }
  if (ap == K0L) { return 0; }
  if (ap == MAVTOP) { return 1; } // TODO check this
  if (ap == DARKPHOTON) { return 2; } // TODO check this
  if (ap < TABLESIZE ) { return double_spin.at(ap); } // fundamental particles
  if (isHadron(p)) { return p.last()-1; } // Hadrons (p.last == 2J+1 - special cases handled above)
  if (isMonopole(p)) { return 0; } // PDG 11i - For now no spin information is provided. Also matches the definition in the G4Extensions/Monopole package.
  if (isGenericMultichargedParticle(p)) { return 0; } // APID Matches the definition in the G4Extensions/Monopole package.
  if (isNucleus(p)) { return 1; }  // TODO need to explicitly deal with nuclei
  return p.last() > 0 ? 1 : 0; //  Anything else - best guess
}

spin2() [2/3]

template<>

int spin2 ( const int &  p )

inline

Definition at line 1145 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return spin2(value_digits);}

spin2() [3/3]

template<class T >

int spin2 ( const T &  p )

inline

Definition at line 1107 of file AtlasPID.h.

{ return spin2(p->pdg_id()); }

strangeness() [1/3]

template<>

int strangeness ( const DecodedPID &  p )

inline

Definition at line 787 of file AtlasPID.h.

                                                      {
  if (isNucleus(p) && p.ndigits() == 10) { return (p.pid() > 0) ? -p(2) : p(2); }
  if (isStrange(p.pid())) { return (p.pid() > 0) ? -1 : 1; }
  if (!hasStrange(p) && !hasSquark(p,SQUARK)) { return 0; }
  if (std::abs(p.pid()) == K0) { return (p.pid() > 0) ? 1 : -1; }
  size_t nq = 0;
  int sign = 1;
  int signmult = 1;
  int result=0;
  bool classified = false;
  if (!classified && isMeson(p)) { classified = true; nq = 2; if ((*(p.second.rbegin()+2)) == 2||(*(p.second.rbegin()+2)) == 4 ) { sign=-1;} signmult =-1; }
  if (!classified && isDiquark(p)) {return is_strange.at(p(0))+is_strange.at(p(1)); }
  if (!classified && isBaryon(p)) { classified = true; nq = 3; }
  if (!classified && isTetraquark(p)){ return is_strange.at(p(3)) + is_strange.at(p(4)) - is_strange.at(p(6)) - is_strange.at(p(7)); }
  if (!classified && isPentaquark(p)){ return is_strange.at(p(3)) + is_strange.at(p(4)) + is_strange.at(p(5)) + is_strange.at(p(6)) - is_strange.at(p(7)); }
  if (!classified && isSUSY(p)) {
    nq = 0;
    auto pp = p.shift(1);
    if (pp.ndigits() < 3 ) { return strangeness(pp); } // super-partners of fundamental particles
    if (pp(0) == COMPOSITEGLUON) {
      if (pp(1) == COMPOSITEGLUON) { return 0; } // R-Glueballs
      if ( pp.ndigits() == 4 || pp.ndigits() == 5) {
        pp = pp.shift(1); // Remove gluino
      }
    }
    if (pp.ndigits() == 3) { classified = true; nq = 2; if (p.last()%2==0) {sign = -1;} signmult = -1; } // states with quark-antiquark or squark-antiquark
    if (pp.ndigits() == 4) { classified = true; nq = 3; } // states with quark-quark-quark or squark-quark-quark
  }
  for (auto r = p.second.rbegin() + 1; r != p.second.rbegin() + 1 + nq; ++r) {
    result += is_strange.at(*r)*sign;
    sign*=signmult;
  }
  return p.pid() > 0 ? result : -result;
}

strangeness() [2/3]

template<>

int strangeness ( const int &  p )

inline

Definition at line 821 of file AtlasPID.h.

{ auto value_digits = DecodedPID(p); return strangeness(value_digits);}

strangeness() [3/3]

template<class T >

int strangeness ( const T &  p )

inline

Definition at line 786 of file AtlasPID.h.

{return strangeness(p->pdg_id());}

threeCharge()

template<class T >

double threeCharge ( const T &  p )

inline

Definition at line 1003 of file AtlasPID.h.

{ return charge3(p);}