BeamSpotTransientTrackingRecHit.cc File Reference

#include "Alignment/ReferenceTrajectories/interface/BeamSpotTransientTrackingRecHit.h"

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Functions
static AlgebraicMatrix	initialize ()

Detailed Description

Author : Andreas Mussgiller date : 2010/08/30 last update:

Date

2010/09/10 12:06:43

by :

Author

mussgill

Definition in file BeamSpotTransientTrackingRecHit.cc.

Function Documentation

static AlgebraicMatrix initialize ( )

static

Definition at line 24 of file BeamSpotTransientTrackingRecHit.cc.

References BeamSpotTransientTrackingRecHit::theProjectionMatrix.

Referenced by SiStripClusterizerFromRaw::beginRun(), reco::isodeposit::OtherJetConstituentsDeltaRVeto::centerOn(), RootNeutronWriter::chamberWriter(), DTCCBConfig::clear(), DTLVStatus::clear(), DTTPGParameters::clear(), DTRangeT0::clear(), DTHVStatus::clear(), DTPerformance::clear(), DTTtrig::clear(), DTStatusFlag::clear(), DTDeadFlag::clear(), DTMtime::clear(), VersionedSelector< edm::Ptr< reco::Photon > >::cutFlowSize(), DDAngular::DDAngular(), DDLinear::DDLinear(), DQMClientExample::DQMClientExample(), DQMOfflineHLTEventInfoClient::DQMOfflineHLTEventInfoClient(), DQMSourceExample::DQMSourceExample(), XrdAdaptor::RequestManager::getInstance(), HcalSiPMCharacteristics::getType(), HcalElectronicsMap::HcalElectronicsMap(), gen::PhotosppInterface::init(), gen::TauolappInterface::init(), TauSpinnerCMS::initialize(), L1TCSCTFClient::L1TCSCTFClient(), L1TDTTPGClient::L1TDTTPGClient(), L1TRPCTFClient::L1TRPCTFClient(), HcalFrontEndMap::maxRMIndex(), RBCProcessRPCSimDigis::next(), popcon::PopConSourceHandler< CastorPedestals >::operator()(), CaloGeometryHelper::preshowerZPosition(), SiStripClusterizerFromRaw::produce(), PVFitter::PVFitter(), ecaldqm::DQWorker::setVerbosity(), SiStripRecHitConverterAlgorithm::products::shrink_to_fit(), VersionedSelector< edm::Ptr< reco::Photon > >::VersionedSelector(), AlignmentAlgorithmBase::~AlignmentAlgorithmBase(), and StripClusterizerAlgorithm::~StripClusterizerAlgorithm().

                                    {
  AlgebraicMatrix ret(1, 5, 0);
  ret[0][3] = 1;
  return ret;
}