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itk::Statistics::GaussianDistribution Member List

This is the complete list of members for itk::Statistics::GaussianDistribution, including all inherited members.

AddObserveritk::Object
BreakOnError()itk::LightObject [static]
CDF(double x)itk::Statistics::GaussianDistribution [static]
CDF(double x, const ParametersType &)itk::Statistics::GaussianDistribution [static]
CDF(double x, double mean, double variance)itk::Statistics::GaussianDistribution [static]
ConstPointer typedefitk::Statistics::GaussianDistribution
CreateAnother() const itk::Object [virtual]
debugitk::Object
DebugOff() const itk::Object [virtual]
DebugOn() const itk::Object [virtual]
Delete()itk::LightObject [virtual]
EvaluateCDF(double x) const itk::Statistics::GaussianDistribution [virtual]
EvaluateCDF(double x, const ParametersType &) const itk::Statistics::GaussianDistribution [virtual]
EvaluateCDF(double x, double mean, double variance) const itk::Statistics::GaussianDistribution [virtual]
EvaluateInverseCDF(double p) const itk::Statistics::GaussianDistribution [virtual]
EvaluateInverseCDF(double p, const ParametersType &) const itk::Statistics::GaussianDistribution [virtual]
EvaluateInverseCDF(double p, double mean, double variance) const itk::Statistics::GaussianDistribution [virtual]
EvaluatePDF(double x) const itk::Statistics::GaussianDistribution [virtual]
EvaluatePDF(double x, const ParametersType &) const itk::Statistics::GaussianDistribution [virtual]
EvaluatePDF(double x, double mean, double variance) const itk::Statistics::GaussianDistribution [virtual]
GetCommand(unsigned long tag)itk::Object
GetDebug() const itk::Object
GetGlobalWarningDisplay()itk::Object [static]
GetMean() const itk::Statistics::GaussianDistribution [virtual]
GetMetaDataDictionary(void)itk::Object
GetMetaDataDictionary(void) const itk::Object
GetMTime() const itk::Object [virtual]
GetNameOfClass() const itk::Statistics::GaussianDistribution [virtual]
GetNumberOfParameters() const itk::Statistics::GaussianDistribution [inline, virtual]
GetParameters()itk::Statistics::ProbabilityDistribution [virtual]
GetReferenceCount() const itk::LightObject [inline, virtual]
GetVariance() const itk::Statistics::GaussianDistribution [virtual]
GlobalWarningDisplayOff()itk::Object [inline, static]
GlobalWarningDisplayOn()itk::Object [inline, static]
Graphsitk::Statistics::GaussianDistribution
HasMean() const itk::Statistics::GaussianDistribution [inline, virtual]
HasObserver(const EventObject &event) const itk::Object
HasVariance() const itk::Statistics::GaussianDistribution [inline, virtual]
InvokeEvent(const EventObject &)itk::Object
InvokeEvent(const EventObject &) const itk::Object
Letitk::Statistics::GaussianDistribution
LightObject()itk::LightObject [inline, protected]
m_Parametersitk::Statistics::ProbabilityDistribution [protected]
m_ReferenceCountitk::LightObject [mutable, protected]
m_ReferenceCountLockitk::LightObject [mutable, protected]
Modified() const itk::Object [virtual]
New()itk::Statistics::GaussianDistribution [static]
Object()itk::Object [protected]
parametersitk::Statistics::ProbabilityDistribution
ParametersType typedefitk::Statistics::ProbabilityDistribution
PDF(double x)itk::Statistics::GaussianDistribution [static]
PDF(double x, const ParametersType &)itk::Statistics::GaussianDistribution [static]
PDF(double x, double mean, double variance)itk::Statistics::GaussianDistribution [static]
Pointer typedefitk::Statistics::GaussianDistribution
Print(std::ostream &os, Indent indent=0) const itk::LightObject
PrintHeaderitk::LightObject [protected]
PrintObservers(std::ostream &os, Indent indent) const itk::Object [protected]
PrintSelf(std::ostream &os, Indent indent) const itk::Statistics::ProbabilityDistribution [inline, protected, virtual]
PrintTrailer(std::ostream &os, Indent indent) const itk::LightObject [protected, virtual]
ProbabilityDistribution(void)itk::Statistics::ProbabilityDistribution [inline, protected]
Q(x)itk::Statistics::GaussianDistribution
Q(x)itk::Statistics::GaussianDistribution
Register() const itk::Object [virtual]
RemoveAllObservers()itk::Object
RemoveObserver(unsigned long tag)itk::Object
Self typedefitk::Statistics::GaussianDistribution
SetDebug(bool debugFlag) const itk::Object
SetDegreesOfFreedom()itk::Statistics::ProbabilityDistribution
SetGlobalWarningDisplay(bool flag)itk::Object [static]
SetMean(double)itk::Statistics::GaussianDistribution [virtual]
SetMetaDataDictionary(const MetaDataDictionary &rhs)itk::Object
SetParameters(const ParametersType &params)itk::Statistics::ProbabilityDistribution [inline, virtual]
SetReferenceCount(int)itk::Object [virtual]
SetVariance(double)itk::Statistics::GaussianDistribution [virtual]
standardized(mean zero, unit variance) Gaussian.*The static method provides optimized access without requiring an *instance of the class.Parameter p must be between 0.0 and 1.0.**THis implementation was provided by Robert W.Cox from the *Biophysics Research Institute at the Medical College of *Wisconsin.This function is based off of a rational polynomial *approximation to the inverse Gaussian CDF which can be found in *M.Abramowitz and I.A.Stegun.Handbook of Mathematical Functions *with Formulasitk::Statistics::GaussianDistribution
Superclass typedefitk::Statistics::GaussianDistribution
UnRegister() const itk::Object [virtual]
valueitk::Statistics::GaussianDistribution
~LightObject()itk::LightObject [protected, virtual]
~Object()itk::Object [protected, virtual]
~ProbabilityDistribution(void)itk::Statistics::ProbabilityDistribution [inline, protected, virtual]


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