Package hep.aida.ref.function

Class Summary

AbstractDevModelFunction
AbstractModelFunction
BaseModelFunction
ExponentialCoreNorm	Normalised Exponential (E) distribution in the form: f = (1/N)*exp((x-origin)/exponent)) has 2 parameters, Normalization Amplitude N is calculated by the "normalizationAmplitude" method
ExponentialCoreNotNorm	Not normalised Exponential (E) distribution in the form: f = amplitude*exp((x-origin)/exponent) has 3 parameters
ExponentModelFunction
FlatDistributionModel
FunctionCatalog
FunctionCore
FunctionCreator	Singleton class that is used by FunctionFactory and FunctionCatalog to create functions from codelet strings.
FunctionFactory
FunctionIntegrator
Gaussian2DModel
GaussianCore2DNorm	Not normalised Gaussian 2D (G2) distribution in the form: f = (1/N)*exp(-(x-meanX)^2/(2*sigmaX^2))*exp(-(y-meanY)^2/(2*sigmaY^2)) has 4 parameters Normalization Amplitude is calculated by the "normalizationAmplitude" method
GaussianCore2DNotNorm	Not normalised Gaussian 2D (G2) distribution in the form: f = (amplitude)*exp(-(x-meanX)^2/(2*sigmaX^2))*exp(-(y-meanY)^2/(2*sigmaY^2)) has 5 parameters
GaussianCoreNorm	Not normalised Gaussian (G) distribution in the form: f = (1/N)*exp(-(x-mean)^2/(2*sigma^2)) has 2 parameters Normalization Amplitude is calculated by the "normalizationAmplitude" method
GaussianCoreNotNorm	Not normalised Gaussian (G) distribution in the form: f = amplitude*exp(-(x-mean)^2/(2*sigma^2)) has 3 parameters
GaussianModel
Grid
IFunctionCoreNotNorm	Wrapper around ordinary IFunction
JELBaseModelFunction
JELCompiledExpression
JELFunctionCore
PolynomialCoreNorm	Normalised Polynomial (Pn) distribution in the form: f = (1 + p1*x + p2*x*x + ... )/N , has n-1 paremeters Normalization N is calculated by the "normalizationAmplitude" method
PolynomialCoreNotNorm	Not normalised Polynomial (Pn) distribution in the form: f = p0 + p1*x + p2*x*x + ... , has n+1 parameters
PolynomialModelFunction
Range	Implementation of IRange.
RangeSet	This class handles multiple ranges along one axis.
Variable	Implementaion of IVariable