Uses of Interface
ffx.numerics.func1d.UnivariateDiffFunction

Packages that use UnivariateDiffFunction

Package	Description
ffx.numerics.func1d
ffx.numerics.switching	The Switching package implements univariate switching functions.

Uses of UnivariateDiffFunction in ffx.numerics.func1d

Classes in ffx.numerics.func1d that implement UnivariateDiffFunction

Modifier and Type	Class	Description
class	QuasiLinearThetaMap	A QuasiLinearThetaMap implements a map of theta[-pi, +pi] to lambda[0,1] in a mostly-linear fashion (i.e. rectangular sampling of theta produces roughly rectangular sampling of lambda).

Uses of UnivariateDiffFunction in ffx.numerics.switching

Subinterfaces of UnivariateDiffFunction in ffx.numerics.switching

Modifier and Type	Interface	Description
interface	UnivariateSwitchingFunction	A UnivariateSwitchingFunction describes a function of a single value (often lambda), where f(lb) = 0, f(ub) = 1, and df(x)/dx >= 0 for all x lb-ub.

Classes in ffx.numerics.switching that implement UnivariateDiffFunction

Modifier and Type	Class	Description
class	BellCurveSwitch	Implements a bell-shaped switching function by stitching together a pair of MultiplicativeSwitches. f(midpoint - 0.5*width) = 0, f(midpoint) = 1, f(midpoint + 0.5*width) = 0.
class	CompositeSwitch	The CompositeSwitch uses a primary switch in the middle, and then two secondary switches at the ends of the path to smoothly switch to the primary switch.
class	ConstantSwitch	The ConstantSwitch returns a constant value for all input values x.
class	LinearDerivativeSwitch	A LinearDerivativeSwitch interpolates between 0 and 1 vi f(x) = 2*x - x^2.
class	MultiplicativeSwitch	The 6 coefficients of the multiplicative polynomial switch are unique given the distances "a" and "b".
class	PowerSwitch	A PowerSwitch interpolates between 0 and 1 vi f(x) = (ax)^beta, where x must be between 0 and 1/a.
class	SquaredTrigSwitch	A SquaredTrigSwitch implements a 0-1 switch of form f(x) = sin^2(ax) or of form f(x) = cos^2(ax).