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LArSamples::SimpleShape Class Reference

#include <SimpleShape.h>

Inheritance diagram for LArSamples::SimpleShape:
Collaboration diagram for LArSamples::SimpleShape:

Public Member Functions

 SimpleShape (const std::vector< double > &values, const std::vector< double > &errors, double timeInterval=25, double startTime=0)
 Constructor
More...
 
 SimpleShape (unsigned int nPoints, double timeInterval=25, double startTime=0)
 
 SimpleShape (const SimpleShape &other)
 
 SimpleShape (const ShapeInfo &shapeInfo, double scale=1, double shift=0, bool samplingTimeOnly=false)
 
 SimpleShape (const AbsShape &other, double scale=1, double shift=0)
 
virtual ~SimpleShape ()
 
double timeInterval () const
 
double startTime () const
 
unsigned int nPoints () const
 
double value (unsigned int i) const
 
double time (unsigned int i) const
 
double covariance (unsigned int i, unsigned int j) const
 
void set (unsigned int i, double value, double error=-1)
 
void setError (unsigned int i, double error)
 
SimpleShape * diff () const
 
bool add (unsigned int k, double value, double error)
 
SimpleShape * add (const AbsShape &other, double scale=1, double shift=0)
 
SimpleShape * createEmpty () const
 
TH1D * histogram (const char *name="shape", const char *title="", bool timeInUnitOfSamples=false) const
 
virtual double error (unsigned int i) const
 
TVectorD values (int lwb, int upb) const
 
int findTimeInterval (double time) const
 
int interpolate (double time, double &value, double &error) const
 
bool interpolate (const AbsShape &other, TVectorD &values, CovMatrix &errors, int lwb=-1, int upb=-1) const
 
int interpolateDiff (double time, double &diff) const
 
bool interpolateDiff (const AbsShape &other, TVectorD &diffs, int lwb=-1, int upb=-1) const
 
CovMatrix covarianceMatrix (int lwb=-1, int upb=-1, const CovMatrix &refErr=CovMatrix(), bool withCorrs=true) const
 
CovMatrix covarianceMatrix (unsigned int nPoints, bool withCorrs=true) const
 
CovMatrix invCovarianceMatrix (int lwb=-1, int upb=-1, const CovMatrix &refErr=CovMatrix(), bool withCorrs=true) const
 
CovMatrix invCovarianceMatrix (unsigned int nPoints, bool withCorrs=true) const
 
double maxValue (bool withErrors=false) const
 
double minValue (bool withErrors=false) const
 
int maxPosition () const
 
int minPosition () const
 
TGraphErrors * graph (bool timeInUnitOfSamples=false) const
 
SimpleShape * resample (unsigned int nPts) const
 

Static Public Member Functions

static bool add (SimpleShape *&s1, const AbsShape *s2)
 
static bool scaleAndShift (SimpleShape *&s1, double scale, double shift=0)
 

Private Member Functions

SimpleShape & operator= (const SimpleShape &)
 

Private Attributes

std::vector< double > m_values
 
std::vector< double > m_errors
 
double m_timeInterval
 
double m_startTime
 

Detailed Description

Definition at line 25 of file SimpleShape.h.

Constructor & Destructor Documentation

◆ SimpleShape() [1/5]

SimpleShape::SimpleShape ( const std::vector< double > &  values,
const std::vector< double > &  errors,
double  timeInterval = 25,
double  startTime = 0 
)

Constructor

Definition at line 17 of file SimpleShape.cxx.

19  : m_values(values), m_errors(errors),
20  m_timeInterval(timeInterval), m_startTime(startTime)
21 {
22 }

◆ SimpleShape() [2/5]

SimpleShape::SimpleShape ( unsigned int  nPoints,
double  timeInterval = 25,
double  startTime = 0 
)

Definition at line 25 of file SimpleShape.cxx.

26  : m_values(nPoints), m_errors(nPoints),
27  m_timeInterval(timeInterval), m_startTime(startTime)
28 {
29 }

◆ SimpleShape() [3/5]

LArSamples::SimpleShape::SimpleShape ( const SimpleShape &  other)
inline

Definition at line 35 of file SimpleShape.h.

35  :
36  AbsShape(),
37  m_values(other.m_values), m_errors(other.m_errors),
38  m_timeInterval(other.m_timeInterval), m_startTime(other.m_startTime) { }

◆ SimpleShape() [4/5]

SimpleShape::SimpleShape ( const ShapeInfo &  shapeInfo,
double  scale = 1,
double  shift = 0,
bool  samplingTimeOnly = false 
)

Definition at line 44 of file SimpleShape.cxx.

45 {
46  for (unsigned int i = 0; i < shapeInfo.nPoints(); i++) {
47  if (samplingTimeOnly && shapeInfo.phase(i) != 0) continue;
48  m_values.push_back(shapeInfo.value(i)*scale);
49  m_errors.push_back(0);
50  }
51 
52  double timeInterval = 1.0*Definitions::samplingInterval/(samplingTimeOnly ? 1 : shapeInfo.nIntervals());
53  m_timeInterval = timeInterval;
54  m_startTime = shift - shapeInfo.shift();
55 }

◆ SimpleShape() [5/5]

SimpleShape::SimpleShape ( const AbsShape &  other,
double  scale = 1,
double  shift = 0 
)

Definition at line 32 of file SimpleShape.cxx.

33 {
34  for (unsigned int i = 0; i < shape.nPoints(); i++) {
35  m_values.push_back(shape.value(i)*scale);
36  m_errors.push_back(shape.error(i)*scale);
37  }
38 
39  m_timeInterval = (shape.time(shape.nPoints() - 1) - shape.time(0))/(shape.nPoints() - 1);
40  m_startTime = shape.time(0) + shift;
41 }

◆ ~SimpleShape()

virtual LArSamples::SimpleShape::~SimpleShape ( )
inlinevirtual

Definition at line 43 of file SimpleShape.h.

43 { }

Member Function Documentation

◆ add() [1/3]

SimpleShape * SimpleShape::add ( const AbsShape &  other,
double  scale = 1,
double  shift = 0 
)

Definition at line 76 of file SimpleShape.cxx.

77 {
78  std::vector<double> values, errors;
79  for (unsigned int k = 0; k < nPoints(); ++k) {
80  double val, err;
81  int pb = other.interpolate(time(k) - shift, val, err);
82  if (pb != 0) val = err = 0;
83  //if (pb == 1) break; //overflow: stop. underflow is OK : shape is assumed to be 0
84  values.push_back(this->value(k) + scale*val);
85  errors.push_back(TMath::Sqrt(TMath::Power(this->error(k),2) + TMath::Power(scale*err, 2)));
86  }
87 
88  return new SimpleShape(values, errors, timeInterval(), startTime());
89 }

◆ add() [2/3]

bool SimpleShape::add ( SimpleShape *&  s1,
const AbsShape *  s2 
)
static

Definition at line 126 of file SimpleShape.cxx.

127 {
128  if (!s2) return false;
129  if (!s1) {
130  s1 = new SimpleShape(*s2);
131  return true;
132  }
133  SimpleShape* sum = s1->add(*s2);
134  if (!sum) return false;
135 
136  delete s1;
137  s1 = sum;
138  return true;
139 }

◆ add() [3/3]

bool SimpleShape::add ( unsigned int  k,
double  value,
double  error 
)

Definition at line 92 of file SimpleShape.cxx.

93 {
94  m_values[k] = m_values[k] + val;
95  m_errors [k] = TMath::Sqrt(m_errors[k]*m_errors[k] + err*err);
96  return true;
97 }

◆ covariance()

double LArSamples::SimpleShape::covariance ( unsigned int  i,
unsigned int  j 
) const
inlinevirtual

Implements LArSamples::AbsShape.

Definition at line 51 of file SimpleShape.h.

51 { return (i == j ? m_errors[i]*m_errors[i] : 0); }

◆ covarianceMatrix() [1/2]

CovMatrix AbsShape::covarianceMatrix ( int  lwb = -1,
int  upb = -1,
const CovMatrix &  refErr = CovMatrix(),
bool  withCorrs = true 
) const
inherited

Definition at line 198 of file AbsShape.cxx.

201 {
202  if (lwb < 0 || upb < 0) { lwb = 0; upb = nPoints() - 1; }
203  CovMatrix c(lwb, upb);
204  for (int i = lwb; i <= upb; i++) {
205  for (int j = lwb; j <= upb; j++) {
206  double cov = (withCorrs || i == j ? covariance(i, j) : 0);
207  if (refErr.GetNrows() > 0) cov += refErr(i, j);
208  c(i, j) = cov;
209  }
210  }
211  return c;
212 }

◆ covarianceMatrix() [2/2]

CovMatrix AbsShape::covarianceMatrix ( unsigned int  nPoints,
bool  withCorrs = true 
) const
inherited

Definition at line 223 of file AbsShape.cxx.

225 {
226  return covarianceMatrix(0, n - 1, CovMatrix(), withCorrs);
227 }

◆ createEmpty()

SimpleShape * SimpleShape::createEmpty ( ) const

Definition at line 100 of file SimpleShape.cxx.

101 {
102  return new SimpleShape(nPoints(), timeInterval(), startTime());
103 }

◆ diff()

SimpleShape * SimpleShape::diff ( ) const

Definition at line 64 of file SimpleShape.cxx.

65 {
66  SimpleShape* diff = new SimpleShape(nPoints(), timeInterval(), startTime());
67  for (unsigned int i = 0; i < nPoints(); i++) {
68  double val;
69  interpolateDiff(time(i), val);
70  diff->set(i, val, 0);
71  }
72  return diff;
73 }

◆ error()

double AbsShape::error ( unsigned int  i) const
virtualinherited

Reimplemented in LArSamples::ScaledShiftedShape.

Definition at line 24 of file AbsShape.cxx.

25 {
26  return TMath::Sqrt(covariance(i, i));
27 }

◆ findTimeInterval()

int AbsShape::findTimeInterval ( double  time) const
inherited

Definition at line 71 of file AbsShape.cxx.

72 {
73  if (t < time(0)) return -1;
74  if (t > time(nPoints() - 1)) return int(nPoints()) - 1;
75 
76  for (unsigned int i = 0; i < nPoints() - 1; i++)
77  if (time(i) <= t && t < time(i+1)) return i;
78 
79  return nPoints() - 1;
80 }

◆ graph()

TGraphErrors * AbsShape::graph ( bool  timeInUnitOfSamples = false) const
inherited

Definition at line 186 of file AbsShape.cxx.

187 {
188  TGraphErrors* graph = new TGraphErrors(nPoints());
189  double unit = (timeInUnitOfSamples ? Definitions::samplingInterval : 1);
190  for (unsigned int i = 0; i < nPoints(); i++) {
191  graph->SetPoint(i, time(i)/unit, value(i));
192  graph->SetPointError(i, 0, error(i));
193  }
194  return graph;
195 }

◆ histogram()

TH1D * SimpleShape::histogram ( const char *  name = "shape",
const char *  title = "",
bool  timeInUnitOfSamples = false 
) const

Definition at line 106 of file SimpleShape.cxx.

107 {
108  double xMin = (timeInUnitOfSamples ? -1.5 : time(0) - 1.5*timeInterval());
109  double xMax = (timeInUnitOfSamples ? nPoints() + 0.5 : time(nPoints()) + 0.5*timeInterval());
110  TH1D* h = new TH1D(name, title, nPoints() + 2, xMin, xMax);
111  h->GetXaxis()->SetTitle(timeInUnitOfSamples ? "Sample Index" : "Time (ns)");
112  h->GetYaxis()->SetTitle("ADC counts");
113  h->GetYaxis()->SetTitleOffset(1.1);
114  h->SetMarkerStyle(20);
115  h->SetMarkerSize(1);
116 
117  for (unsigned int i = 0; i < nPoints(); i++) {
118  h->SetBinContent(i + 2, value(i));
119  if (error(i) > 0) h->SetBinError(i + 2, error(i));
120  }
121 
122  return h;
123 }

◆ interpolate() [1/2]

bool AbsShape::interpolate ( const AbsShape &  other,
TVectorD &  values,
CovMatrix &  errors,
int  lwb = -1,
int  upb = -1 
) const
inherited

Definition at line 147 of file AbsShape.cxx.

148 {
149  if (lwb < 0) lwb = 0;
150  if (upb < 0) upb = other.nPoints() - 1;
151  values.ResizeTo(lwb, upb);
152  errors.ResizeTo(lwb, upb, lwb, upb);
153  int actualLwb = -1, actualUpb = upb;
154  for (int i = lwb; i <= upb; i++) {
155  double val, err;
156  int stat = interpolate(other.time(i), val, err);
157  if (stat == 0 && actualLwb < 0) actualLwb = i;
158  if (stat == +1) { actualUpb = i - 1; break; }
159  values(i) = val;
160  errors(i, i) = err*err;
161  }
162  values.ResizeTo(actualLwb, actualUpb);
163  errors.ResizeTo(actualLwb, actualUpb, actualLwb, actualUpb);
164  return (actualLwb >= 0);
165 }

◆ interpolate() [2/2]

int AbsShape::interpolate ( double  time,
double &  value,
double &  error 
) const
inherited

Definition at line 83 of file AbsShape.cxx.

84 {
85  if (nPoints() < 2) return -1;
86 
87  int status = 0;
88  int i1 = findTimeInterval(t);
89 
90  if (i1 < 0) {
91  status = -1;
92  i1 = 0;
93  }
94 
95  if (i1 > int(nPoints()) - 2) {
96  status = 1;
97  i1 = nPoints() - 2;
98  }
99 
100  double delta = (t - time(i1))/(time(i1+1) - time(i1));
101  val = value(i1) + delta*(value(i1 + 1) - value(i1));
102  err = error(i1) + delta*(error(i1 + 1) - error(i1));
103  //cout << t << " " << i1 << " " << time(i1) << " " << delta << " " << value(i1) << " " << value(i1+1) << " " << val << " " << status << endl;
104  return status;
105 }

◆ interpolateDiff() [1/2]

bool AbsShape::interpolateDiff ( const AbsShape &  other,
TVectorD &  diffs,
int  lwb = -1,
int  upb = -1 
) const
inherited

Definition at line 168 of file AbsShape.cxx.

169 {
170  if (lwb < 0) lwb = 0;
171  if (upb < 0) upb = other.nPoints() - 1;
172  diffs.ResizeTo(lwb, upb);
173  int actualLwb = -1, actualUpb = upb;
174  for (int i = lwb; i <= upb; i++) {
175  double diff;
176  int stat = interpolateDiff(other.time(i), diff);
177  if (stat == 0 && actualLwb < 0) actualLwb = i;
178  if (stat == +1) { actualUpb = i - 1; break; }
179  diffs(i) = diff;
180  }
181  diffs.ResizeTo(actualLwb, actualUpb);
182  return (actualLwb >= 0);
183 }

◆ interpolateDiff() [2/2]

int AbsShape::interpolateDiff ( double  time,
double &  diff 
) const
inherited

Definition at line 108 of file AbsShape.cxx.

109 {
110  int status = 0;
111  int i1 = findTimeInterval(t);
112  if (i1 < 0) {
113  i1 = 0;
114  status = -1;
115  }
116  if (i1 > int(nPoints()) - 1) {
117  i1 = nPoints() - 1;
118  status = 1;
119  }
120  if (i1 > 1 && i1 < int(nPoints()) - 2)
121  diff = (value(i1 - 2) - 8*value(i1 - 1) + 8*value(i1 + 1) - value(i1 + 2))/(time(i1 + 2) - time(i1 - 2))/3;
122  else
123  if (i1 > 0)
124  if (i1 < int(nPoints()) - 1)
125  diff = (value(i1 + 1) - value(i1 - 1))/(time(i1 + 1) - time(i1 - 1));
126  else
127  diff = (value(i1) - value(i1 - 1))/(time(i1) - time(i1 - 1));
128  else
129  diff = (value(i1 + 1) - value(i1))/(time(i1 + 1) - time(i1));
130 
131  return status;
132 }

◆ invCovarianceMatrix() [1/2]

CovMatrix AbsShape::invCovarianceMatrix ( int  lwb = -1,
int  upb = -1,
const CovMatrix &  refErr = CovMatrix(),
bool  withCorrs = true 
) const
inherited

Definition at line 215 of file AbsShape.cxx.

218 {
219  return covarianceMatrix(lwb, upb, refErr, withCorrs).Invert();
220 }

◆ invCovarianceMatrix() [2/2]

CovMatrix AbsShape::invCovarianceMatrix ( unsigned int  nPoints,
bool  withCorrs = true 
) const
inherited

Definition at line 230 of file AbsShape.cxx.

232 {
233  return covarianceMatrix(n, withCorrs).Invert();
234 }

◆ maxPosition()

int AbsShape::maxPosition ( ) const
inherited

Definition at line 52 of file AbsShape.cxx.

53 {
54  int maxPosition = -1;
55  double maxValue = -1;
56  for (unsigned int i = 0; i < nPoints(); i++)
57  if (value(i) > maxValue) { maxPosition = i; maxValue = value(i); }
58  return maxPosition;
59 }

◆ maxValue()

double AbsShape::maxValue ( bool  withErrors = false) const
inherited
Returns
sample max parameters

Definition at line 30 of file AbsShape.cxx.

31 {
32  double maxValue = -DBL_MAX;
33  for (unsigned int i = 0; i < nPoints(); i++) {
34  double val = value(i) + (withErrors ? error(i) : 0);
35  if (val > maxValue) maxValue = val;
36  }
37  return maxValue;
38 }

◆ minPosition()

int AbsShape::minPosition ( ) const
inherited

Definition at line 61 of file AbsShape.cxx.

62 {
63  int minPosition = -1;
64  double minValue = Definitions::none;
65  for (unsigned int i = 0; i < nPoints(); i++)
66  if (value(i) < minValue) { minPosition = i; minValue = value(i); }
67  return minPosition;
68 }

◆ minValue()

double AbsShape::minValue ( bool  withErrors = false) const
inherited

Definition at line 41 of file AbsShape.cxx.

42 {
43  double minValue = DBL_MAX;
44  for (unsigned int i = 0; i < nPoints(); i++) {
45  double val = value(i) - (withErrors ? error(i) : 0);
46  if (val < minValue) minValue = val;
47  }
48  return minValue;
49 }

◆ nPoints()

unsigned int LArSamples::SimpleShape::nPoints ( ) const
inlinevirtual
Returns
data points

Implements LArSamples::AbsShape.

Definition at line 48 of file SimpleShape.h.

48 { return m_values.size(); }

◆ operator=()

SimpleShape& LArSamples::SimpleShape::operator= ( const SimpleShape &  )
private

◆ resample()

SimpleShape * AbsShape::resample ( unsigned int  nPts) const
inherited

Definition at line 237 of file AbsShape.cxx.

238 {
239  std::vector<double> values, errors;
240  double t0 = time(0);
241  double t1 = time(nPoints() - 1);
242  double dT = (t1 - t0)/nPts;
243  double t = t0;
244  for (unsigned int i = 0; i < nPts; i++, t += dT) {
245  double val, err;
246  int inRange = interpolate(t, val, err);
247  if (inRange != 0) return nullptr;
248  values.push_back(val);
249  errors.push_back(err);
250  }
251 
252  return new SimpleShape(values, errors, dT, t0);
253 }

◆ scaleAndShift()

bool SimpleShape::scaleAndShift ( SimpleShape *&  s1,
double  scale,
double  shift = 0 
)
static

Definition at line 142 of file SimpleShape.cxx.

143 {
144  if (!s1) return 0;
145  SimpleShape* newShape = new SimpleShape(*s1, scale, shift);
146  delete s1;
147  s1 = newShape;
148  return true;
149 }

◆ set()

void LArSamples::SimpleShape::set ( unsigned int  i,
double  value,
double  error = -1 
)
inline

Definition at line 53 of file SimpleShape.h.

53 { m_values[i] = value; if (error > 0) m_errors[i] = error; }

◆ setError()

void LArSamples::SimpleShape::setError ( unsigned int  i,
double  error 
)
inline

Definition at line 54 of file SimpleShape.h.

54 { m_errors[i] = error; }

◆ startTime()

double LArSamples::SimpleShape::startTime ( ) const
inline

Definition at line 46 of file SimpleShape.h.

46 { return m_startTime; }

◆ time()

double SimpleShape::time ( unsigned int  i) const
virtual

Implements LArSamples::AbsShape.

Definition at line 58 of file SimpleShape.cxx.

59 {
60  return startTime() + i*timeInterval();
61 }

◆ timeInterval()

double LArSamples::SimpleShape::timeInterval ( ) const
inline

Definition at line 45 of file SimpleShape.h.

45 { return m_timeInterval; }

◆ value()

double LArSamples::SimpleShape::value ( unsigned int  i) const
inlinevirtual

Implements LArSamples::AbsShape.

Definition at line 49 of file SimpleShape.h.

49 { return (i < m_values.size() ? m_values[i] : -1E99); }

◆ values()

TVectorD AbsShape::values ( int  lwb,
int  upb 
) const
inherited

Definition at line 135 of file AbsShape.cxx.

136 {
137  if (lwb < 0) lwb = 0;
138  if (upb < 0) upb = (int)nPoints() - 1;
139  if (upb >= (int)nPoints()) upb = (int)nPoints() - 1;
140  TVectorD vals(lwb, upb);
141  for (int i = lwb; i <= upb; i++)
142  vals(i) = value(i);
143  return vals;
144 }

Member Data Documentation

◆ m_errors

std::vector<double> LArSamples::SimpleShape::m_errors
private

Definition at line 68 of file SimpleShape.h.

◆ m_startTime

double LArSamples::SimpleShape::m_startTime
private

Definition at line 69 of file SimpleShape.h.

◆ m_timeInterval

double LArSamples::SimpleShape::m_timeInterval
private

Definition at line 69 of file SimpleShape.h.

◆ m_values

std::vector<double> LArSamples::SimpleShape::m_values
private

Definition at line 68 of file SimpleShape.h.

The documentation for this class was generated from the following files:
LArSamples::SimpleShape::SimpleShape
SimpleShape(const std::vector< double > &values, const std::vector< double > &errors, double timeInterval=25, double startTime=0)
Constructor
Definition: SimpleShape.cxx:17
LArSamples::SimpleShape::m_values
std::vector< double > m_values
Definition: SimpleShape.h:68
LArSamples::ShapeInfo::nIntervals
unsigned int nIntervals() const
Definition: ShapeInfo.h:41
LArSamples::AbsShape::covariance
virtual double covariance(unsigned int i, unsigned int j) const =0
ReadCellNoiseFromCoolCompare.s1
s1
Definition: ReadCellNoiseFromCoolCompare.py:378
LArSamples::SimpleShape::m_timeInterval
double m_timeInterval
Definition: SimpleShape.h:69
LArSamples::AbsShape::AbsShape
AbsShape()
Definition: AbsShape.h:72
keylayer_zslicemap.pb
pb
Definition: keylayer_zslicemap.py:188
LArSamples::ShapeInfo::nPoints
unsigned int nPoints() const
Definition: ShapeInfo.h:37
CaloCellPos2Ntuple.int
int
Definition: CaloCellPos2Ntuple.py:24
LArSamples::SimpleShape::time
double time(unsigned int i) const
Definition: SimpleShape.cxx:58
LArSamples::ShapeInfo::phase
unsigned char phase(unsigned int i) const
Definition: ShapeInfo.cxx:66
LArSamples::CovMatrix
TMatrixTSym< double > CovMatrix
Definition: Definitions.h:11
ALFA_EventTPCnv_Dict::t0
std::vector< ALFA_RawData_p1 > t0
Definition: ALFA_EventTPCnvDict.h:42
LArSamples::AbsShape::value
virtual double value(unsigned int i) const =0
ALFA_EventTPCnv_Dict::t1
std::vector< ALFA_RawDataCollection_p1 > t1
Definition: ALFA_EventTPCnvDict.h:43
plotBeamSpotVxVal.cov
cov
Definition: plotBeamSpotVxVal.py:201
LArSamples::SimpleShape
Definition: SimpleShape.h:25
mc.diff
diff
Definition: mc.SFGenPy8_MuMu_DD.py:14
LArSamples::SimpleShape::m_errors
std::vector< double > m_errors
Definition: SimpleShape.h:68
LArSamples::AbsShape::minValue
double minValue(bool withErrors=false) const
Definition: AbsShape.cxx:41
LArSamples::SimpleShape::nPoints
unsigned int nPoints() const
Definition: SimpleShape.h:48
IOVDbNamespace::inRange
bool inRange(const NumericType &val, const std::pair< NumericType, NumericType > &range)
Function to check whether a number is in the inclusive range, given as a pair.
Definition: IOVDbCoolFunctions.h:42
read_hist_ntuple.t
t
Definition: read_hist_ntuple.py:5
yodamerge_tmp.scale
scale
Definition: yodamerge_tmp.py:138
LArSamples::AbsShape::interpolate
int interpolate(double time, double &value, double &error) const
Definition: AbsShape.cxx:83
LArSamples::ShapeInfo::value
double value(unsigned int i) const
Definition: ShapeInfo.cxx:58
LArSamples::SimpleShape::set
void set(unsigned int i, double value, double error=-1)
Definition: SimpleShape.h:53
LArSamples::SimpleShape::startTime
double startTime() const
Definition: SimpleShape.h:46
LArSamples::AbsShape::error
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