If something specifically needs the linear interpolator for T they should use this. More...

Public Types
typedef T	InterpolatableType
	The type this will interpolate. More...

typedef CubicSpline< Real, InterpolatableType >	Storage
	The storage for type for a cubic spline.

Static Public Member Functions
template<typename TIterator >
static T	Interpolate (TIterator Begin, TIterator End, Real Location)
	Calculates the desired location on a cubic spline. More...

Detailed Description

If something specifically needs the linear interpolator for T they should use this.

This is with be a cubic spline where applicable, and will be more smooth that the others, and be at least as intuitive as the linear version:

Data points, will be valid interpolated values.
There are no "Corners".
Execution time is O^N.
This shape defined by interpolating a set of these will leave a Convex Hull (or Axis Aligned Bounding Box) that could contain the data.
Will be able to interpolated arbitrary sets of data points.
Warning
This can interpolate cubic splines, but it cannot be used with the track at present.

Definition at line 375 of file interpolator.h.

Member Typedef Documentation

template<typename T >

The type this will interpolate.

Definition at line 380 of file interpolator.h.

template<typename T >

template<typename TIterator >

static T Mezzanine::SlowSplineInterpolator< T >::Interpolate	(	TIterator	Begin,
		TIterator	End,
		Real	Location
	)

inlinestatic

Calculates the desired location on a cubic spline.

Parameters

Begin	An iterator to the beginning of points to interpolate
End	An iterator to the end of a data series, not one passed it.
Location	A value between 0 and 1, that indicate how far along the curve the data point to retrieve is

Returns: This will return an value along a curve that passes smoothly through all the points passed.

Definition at line 392 of file interpolator.h.

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