d0::inline_maths Namespace Reference

Functions
double	sqr (double a)
double	min (double a, double b)
double	delta_phi (double phi1, double phi2)
double	phi (double px, double py)
double	y (double E, double pz)
Variables
const double	PI = fabs(acos(-1.))
const double	TWOPI = 2*PI

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Function Documentation

double d0::inline_maths::delta_phi	(	double	phi1,
		double	phi2
	)		[inline]

Definition at line 31 of file inline_maths.h.

References min(), and PI.

Referenced by d0::RD2(), and d0::RDelta().

                                                  {
  return min( double(fabs(phi1-phi2)), double(2.*PI-fabs(phi1-phi2)) );
}

double d0::inline_maths::min	(	double	a,
		double	b
	)		[inline]

Definition at line 25 of file inline_maths.h.

Referenced by ClusterSequence::_CP2DChan_cluster(), ClusterSequence::_CP2DChan_cluster_2piMultD(), ClusterSequence::_CP2DChan_limited_cluster(), ClosestPair2D::_deal_with_points_to_review(), ClusterSequence::_do_ij_recombination_step(), ClusterSequence::_initialise_and_run(), ClosestPair2D::_initialize(), ClosestPair2D::_insert_into_search_tree(), ClusterSequence::_really_dumb_cluster(), ClosestPair2D::_remove_from_search_tree(), ClusterSequenceVoronoiArea::VoronoiAreaCalc::circle_area(), delta_phi(), fastjet::PseudoJet::kt_distance(), main(), EECambridgePlugin::run_clustering(), and ClusterSequence::unique_history_order().

                                      {
  return (a < b) ? a : b;
}

double d0::inline_maths::phi	(	double	px,
		double	py
	)		[inline]

Definition at line 37 of file inline_maths.h.

Referenced by Dnn2piCylinder::_CreateNecessaryMirrorPoints(), RangeDefinition::_numerical_total_area(), Dnn3piCylinder::_RegisterCylinderPoint(), Dnn4piCylinder::_remap_phi(), Dnn3piCylinder::_remap_phi(), Dnn2piCylinder::_remap_phi(), fastjet::GhostedAreaSpec::add_ghosts(), CircularRange::CircularRange(), fastjet::PseudoJet::delta_phi_to(), d0::ILConeAlgorithm< Item >makeClusters(), RangeDefinition::is_in_range(), CircularRange::is_in_range(), d0::ILConeAlgorithm< Item >::TemporaryJet::is_stable(), main(), d0::P2phi(), print_jets(), CMSIterativeConePlugin::run_clustering(), RangeDefinition::set_position(), d0::ProtoJet< Item >::setJet(), atlas::to_minusPI_PI(), and atlas::to_zero_2PI().

                                        {
  return atan2(py, px);
}

double d0::inline_maths::sqr

(

double

a

)

[inline]

Definition at line 19 of file inline_maths.h.

Referenced by d0::HepEntity::pT().

                            {
  return a*a;
}

double d0::inline_maths::y	(	double	E,
		double	pz
	)		[inline]

Definition at line 43 of file inline_maths.h.

Referenced by ClusterSequence::_really_dumb_cluster(), VoronoiDiagramGenerator::generateVoronoi(), d0::ILConeAlgorithm< Item >makeClusters(), ClosestPair2D::Shuffle::operator<(), d0::P2y(), and d0::ProtoJet< Item >::setJet().

                                     {
  errno=0;
  double y;
  //cout << "inline_maths: ";
  if (fabs(E-pz) == 0.) {
    //    cout << "Error in header mathe.h: division by 0 in function eta!" <<  " p=" << p << " pz=" << pz << endl;
    //  exit(721);
    errno=721;
    y = 99999.;
  }
  else {
    y = 0.5*log((E+pz)/(E-pz));
  }
  //cout << "y: E=" << E << " pz=" << pz << " y=" << y << endl;
  return y;
}

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Variable Documentation

const double d0::inline_maths::PI = fabs(acos(-1.))

Definition at line 14 of file inline_maths.h.

Referenced by delta_phi(), and d0::ILConeAlgorithm< Item >::TemporaryJet::midpoint().

const double d0::inline_maths::TWOPI = 2*PI

Definition at line 16 of file inline_maths.h.

Referenced by d0::ILConeAlgorithm< Item >::TemporaryJet::midpoint().