---

FastShower::IUpdatingGaussian Class Reference

#include <IUpdatingGaussian.h>

Inheritance diagram for FastShower::IUpdatingGaussian:

[legend]Collaboration diagram for FastShower::IUpdatingGaussian:

[legend]List of all members.

Public Methods
virtual double	sample (double phyiscalLow, double nSigmaLow, double physicalUp, double nSigmaUp, const PolyArgs &) const=0
	sample a processed normal dist.
virtual std::pair< double, double >	parameters (const PolyArgs &) const=0
	Tail distributions (eg) need to get peak mean, sigma (eg) to establish their own range.
virtual IUpdatingGaussian *	clone () const=0

---

Member Function Documentation

virtual double FastShower::IUpdatingGaussian::sample (  double    phyiscalLow, double    nSigmaLow, double    physicalUp, double    nSigmaUp, const PolyArgs &    )  const [pure virtual]

sample a processed normal dist. The procesed norm will be truncated at -nSigmaLow +nSigmaUp, unless physical limits are exceeded. Implemented in FastShower::UpdatingGaussian, FastShower::UpdatingGaussianBase, and FastShower::UpGnPtr.

virtual std::pair<double, double> FastShower::IUpdatingGaussian::parameters (  const PolyArgs &    )  const [pure virtual]

Tail distributions (eg) need to get peak mean, sigma (eg) to establish their own range. Implemented in FastShower::UpdatingGaussian, FastShower::UpdatingGaussianBase, and FastShower::UpGnPtr. Referenced by FastShower::UpdatingGaussian0LP::getLims(), FastShower::UpdatingGaussian02P::getLims(), FastShower::UpdatingGaussian01P::getLims(), FastShower::UpdatingGaussian0LP::makeIDistProcessor(), FastShower::UpdatingGaussian02P::makeIDistProcessor(), and FastShower::UpdatingGaussian01P::makeIDistProcessor().

virtual IUpdatingGaussian* FastShower::IUpdatingGaussian::clone (    )  const [pure virtual]

Implemented in FastShower::UpdatingGaussian, FastShower::UpdatingGaussian01P, FastShower::UpdatingGaussian02P, FastShower::UpdatingGaussian0LP, FastShower::UpdatingGaussianBase, and FastShower::UpGnPtr.

---

The documentation for this class was generated from the following file:

• IUpdatingGaussian.h

---