Weighting function that set uniform weight to all samples. More...

#include <weightFilter.h>

Inheritance diagram for Ponca::internal::NoWeightFilterBase< _DataPoint, _NeighborhoodFrame >:

Collaboration diagram for Ponca::internal::NoWeightFilterBase< _DataPoint, _NeighborhoodFrame >:

Public Types
using	DataPoint = _DataPoint
	Alias to _DataPoint template parameter.
using	Scalar = typename DataPoint::Scalar
	Scalar type from DataPoint.
using	VectorType = typename DataPoint::VectorType
	Vector type from DataPoint.
using	MatrixType = typename DataPoint::MatrixType
	Matrix type from DataPoint.
using	WeightReturnType = std::pair <Scalar, VectorType>
	Return type of the method #w().
using	NeighborhoodFrame = _NeighborhoodFrame<DataPoint>

Public Member Functions
	NoWeightFilterBase (const VectorType &v=VectorType::Zero(), Scalar=0)
	Default constructor.
	NoWeightFilterBase (const DataPoint &v, Scalar=0)
	!
WeightReturnType	operator() (const DataPoint &_q) const
	Compute the weight of the given query, which is always $1$.
VectorType	spacedw (const VectorType &, const DataPoint &) const
	First order derivative in space (for each spatial dimension $\mathsf{x})$, which are always $0$.
MatrixType	spaced2w (const VectorType &, const DataPoint &) const
	Second order derivative in space (for each spatial dimension $\mathsf{x})$, which are always $0$.
Scalar	evalScale () const
	Access to the evaluation scale set during the initialization.
Scalar	scaledw (const VectorType &, const DataPoint &) const
	First order derivative in scale $t$, which are always $0$.
Scalar	scaled2w (const VectorType &, const DataPoint &) const
	Second order derivative in scale $t$, which are always $0$.
VectorType	scaleSpaced2w (const VectorType &, const DataPoint &) const
	Cross derivative in scale $t$ and in space (for each spatial dimension $\mathsf{x})$, which are always $0$.
NeighborhoodFrame &	frame ()
const NeighborhoodFrame &	frame () const

Detailed Description

template<class _DataPoint, template< typename > typename _NeighborhoodFrame>
class Ponca::internal::NoWeightFilterBase< _DataPoint, _NeighborhoodFrame >

Weighting function that set uniform weight to all samples.

In contrast to DistWeightFunc with ConstantWeight, it does not check for scale range.

Template Parameters

_NeighborhoodFrame Base NeighborhoodFrame used to performs (or not) local basis conversion and maintain computation accuracy

Definition at line 212 of file weightFilter.h.

Member Typedef Documentation

◆ DataPoint

template<class _DataPoint, template< typename > typename _NeighborhoodFrame>

using Ponca::internal::NoWeightFilterBase< _DataPoint, _NeighborhoodFrame >::DataPoint = _DataPoint

Alias to _DataPoint template parameter.

Definition at line 216 of file weightFilter.h.

◆ MatrixType

template<class _DataPoint, template< typename > typename _NeighborhoodFrame>

using Ponca::internal::NoWeightFilterBase< _DataPoint, _NeighborhoodFrame >::MatrixType = typename DataPoint::MatrixType

Matrix type from DataPoint.

Definition at line 222 of file weightFilter.h.

◆ NeighborhoodFrame

template<class _DataPoint, template< typename > typename _NeighborhoodFrame>

using Ponca::internal::NoWeightFilterBase< _DataPoint, _NeighborhoodFrame >::NeighborhoodFrame = _NeighborhoodFrame<DataPoint>

Definition at line 226 of file weightFilter.h.

◆ Scalar

template<class _DataPoint, template< typename > typename _NeighborhoodFrame>

using Ponca::internal::NoWeightFilterBase< _DataPoint, _NeighborhoodFrame >::Scalar = typename DataPoint::Scalar

Scalar type from DataPoint.

Definition at line 218 of file weightFilter.h.

◆ VectorType

template<class _DataPoint, template< typename > typename _NeighborhoodFrame>

using Ponca::internal::NoWeightFilterBase< _DataPoint, _NeighborhoodFrame >::VectorType = typename DataPoint::VectorType

Vector type from DataPoint.

Definition at line 220 of file weightFilter.h.

◆ WeightReturnType

template<class _DataPoint, template< typename > typename _NeighborhoodFrame>

using Ponca::internal::NoWeightFilterBase< _DataPoint, _NeighborhoodFrame >::WeightReturnType = std::pair <Scalar, VectorType>

Return type of the method #w().

Definition at line 224 of file weightFilter.h.

Constructor & Destructor Documentation

◆ NoWeightFilterBase() [1/2]

template<class _DataPoint, template< typename > typename _NeighborhoodFrame>

Ponca::internal::NoWeightFilterBase< _DataPoint, _NeighborhoodFrame >::NoWeightFilterBase	(	const VectorType &	v = VectorType::Zero(),
		Scalar	= 0 )

inline

Default constructor.

All parameters are ignored (kept for API compatibility with DistWeightFunc.

Definition at line 231 of file weightFilter.h.

◆ NoWeightFilterBase() [2/2]

template<class _DataPoint, template< typename > typename _NeighborhoodFrame>

Ponca::internal::NoWeightFilterBase< _DataPoint, _NeighborhoodFrame >::NoWeightFilterBase	(	const DataPoint &	v,
		Scalar	= 0 )

inline

!

Definition at line 237 of file weightFilter.h.

Member Function Documentation

◆ evalScale()

template<class _DataPoint, template< typename > typename _NeighborhoodFrame>

Scalar Ponca::internal::NoWeightFilterBase< _DataPoint, _NeighborhoodFrame >::evalScale ( ) const

inlinenodiscard

Access to the evaluation scale set during the initialization.

Definition at line 271 of file weightFilter.h.

◆ frame() [1/2]

template<class _DataPoint, template< typename > typename _NeighborhoodFrame>

NeighborhoodFrame & Ponca::internal::NoWeightFilterBase< _DataPoint, _NeighborhoodFrame >::frame ( )

inlinenodiscard

Definition at line 304 of file weightFilter.h.

◆ frame() [2/2]

template<class _DataPoint, template< typename > typename _NeighborhoodFrame>

const NeighborhoodFrame & Ponca::internal::NoWeightFilterBase< _DataPoint, _NeighborhoodFrame >::frame ( ) const

inlinenodiscard

Definition at line 305 of file weightFilter.h.

◆ operator()()

template<class _DataPoint, template< typename > typename _NeighborhoodFrame>

WeightReturnType Ponca::internal::NoWeightFilterBase< _DataPoint, _NeighborhoodFrame >::operator() ( const DataPoint & _q ) const

inline

Compute the weight of the given query, which is always $1$.

Parameters

_q	Query in global coordinate system

Definition at line 243 of file weightFilter.h.

◆ scaled2w()

template<class _DataPoint, template< typename > typename _NeighborhoodFrame>

Scalar Ponca::internal::NoWeightFilterBase< _DataPoint, _NeighborhoodFrame >::scaled2w	(	const VectorType &	,
		const DataPoint &	) const

inlinenodiscard

Second order derivative in scale $t$, which are always $0$.

Parameters

_q	Query in global coordinate

Definition at line 287 of file weightFilter.h.

◆ scaledw()

template<class _DataPoint, template< typename > typename _NeighborhoodFrame>

Scalar Ponca::internal::NoWeightFilterBase< _DataPoint, _NeighborhoodFrame >::scaledw	(	const VectorType &	,
		const DataPoint &	) const

inlinenodiscard

First order derivative in scale $t$, which are always $0$.

Parameters

_q	Query in global coordinate

Definition at line 277 of file weightFilter.h.

◆ scaleSpaced2w()

template<class _DataPoint, template< typename > typename _NeighborhoodFrame>

VectorType Ponca::internal::NoWeightFilterBase< _DataPoint, _NeighborhoodFrame >::scaleSpaced2w	(	const VectorType &	,
		const DataPoint &	) const

inlinenodiscard

Cross derivative in scale $t$ and in space (for each spatial dimension $\mathsf{x})$, which are always $0$.

Parameters

_q	Query in global coordinate

Definition at line 298 of file weightFilter.h.

◆ spaced2w()

template<class _DataPoint, template< typename > typename _NeighborhoodFrame>

MatrixType Ponca::internal::NoWeightFilterBase< _DataPoint, _NeighborhoodFrame >::spaced2w	(	const VectorType &	,
		const DataPoint &	) const

inlinenodiscard

Second order derivative in space (for each spatial dimension $\mathsf{x})$, which are always $0$.

Parameters

_q	Query in global coordinate

Definition at line 264 of file weightFilter.h.

◆ spacedw()

template<class _DataPoint, template< typename > typename _NeighborhoodFrame>

VectorType Ponca::internal::NoWeightFilterBase< _DataPoint, _NeighborhoodFrame >::spacedw	(	const VectorType &	,
		const DataPoint &	) const

inlinenodiscard

First order derivative in space (for each spatial dimension $\mathsf{x})$, which are always $0$.

Parameters

_q	Query in global coordinate system

Definition at line 253 of file weightFilter.h.

Public Types

Public Member Functions

Detailed Description

Member Typedef Documentation

◆ DataPoint

◆ MatrixType

◆ NeighborhoodFrame

◆ Scalar

◆ VectorType

◆ WeightReturnType

Constructor & Destructor Documentation

◆ NoWeightFilterBase() [1/2]

◆ NoWeightFilterBase() [2/2]

Member Function Documentation

◆ evalScale()

◆ frame() [1/2]

◆ frame() [2/2]

◆ operator()()

◆ scaled2w()

◆ scaledw()

◆ scaleSpaced2w()

◆ spaced2w()

◆ spacedw()