Data Structures
struct	ComparatorAdapter

struct	ComparatorAdapter< Container, true, false, false >

struct	ComparatorAdapter< Container, true, false, true >

struct	ComparatorAdapter< Container, true, true, false >

struct	ComparatorAdapter< Container, true, true, true >

struct	CurvatureFromDCA

struct	CurvatureFromDCA< false >

class	CurvatureFromDSSBaseEstimator

struct	CurvatureFromDSSLength

struct	CurvatureFromDSSLengthAndWidth

struct	DistanceFromDCA

class	DSSDecorator

class	DSSDecorator4ConcavePart

class	DSSDecorator4ConvexPart

struct	EqualPredicateFromLessThanComparator

struct	EuclideanDivisionHelper

struct	EuclideanDivisionHelper< double >

struct	EuclideanDivisionHelper< float >

struct	EuclideanDivisionHelper< long double >

struct	FFTWComplexCast

struct	FFTWWrapper

struct	FFTWWrapper< double >

struct	FFTWWrapper< float >

struct	FFTWWrapper< long double >

struct	HasNestedTypeCategory

struct	HasNestedTypeType

struct	IsAssociativeContainerFromCategory

struct	IsCirculator

struct	IsCirculator< IC, true >

struct	IsCirculatorFromType

struct	IsCirculatorFromType< IC, CirculatorType >

struct	IsContainerFromCategory

struct	IsMultipleAssociativeContainerFromCategory

struct	IsOrderedAssociativeContainerFromCategory

struct	IsPairAssociativeContainerFromCategory

struct	IsSequenceContainerFromCategory

struct	IsSimpleAssociativeContainerFromCategory

struct	IsUniqueAssociativeContainerFromCategory

struct	IsUnorderedAssociativeContainerFromCategory

struct	IteratorCirculatorTypeImpl

struct	IteratorCirculatorTypeImpl< true >

struct	KeyComparatorForPairKeyData

struct	LabelledMapMemFunctor

struct	monomial_node

struct	NormalizedTangentVectorFromDSS

struct	NormalVectorFromDCA

class	PointValueCompare

class	PosDepScaleDepSCEstimator

class	PosDepScaleIndepSCEstimator

class	PosIndepScaleDepSCEstimator

class	PosIndepScaleIndepSCEstimator

struct	power_node

struct	SetFunctionsImpl

struct	SetFunctionsImpl< Container, false, true >

struct	SetFunctionsImpl< Container, true, false >

struct	SetFunctionsImpl< Container, true, true >

struct	TangentAngleFromDSS

struct	TangentVectorFromDCA

struct	TangentVectorFromDSS

struct	toCoordinateImpl

struct	top_node

Typedefs
typedef boost::variant< boost::recursive_wrapper< top_node >, monomial_node >	expr_node

Functions
template<typename IC >
bool	isNotEmpty (const IC &itb, const IC &ite, IteratorType)

template<typename IC >
bool	isNotEmpty (const IC &c1, const IC &c2, CirculatorType)

template<typename IC >
void	advanceIterator (IC &ic, typename IteratorCirculatorTraits< IC >::Difference n, ForwardCategory)

template<typename IC >
void	advanceIterator (IC &ic, typename IteratorCirculatorTraits< IC >::Difference n, RandomAccessCategory)

template<typename I >
IteratorCirculatorTraits< I >::Difference	rangeSize (const I &itb, const I &ite, IteratorType, ForwardCategory)

template<typename C >
IteratorCirculatorTraits< C >::Difference	rangeSize (const C &cb, const C &ce, CirculatorType, ForwardCategory)

template<typename I >
IteratorCirculatorTraits< I >::Difference	rangeSize (const I &itb, const I &ite, IteratorType, RandomAccessCategory)

template<typename C >
IteratorCirculatorTraits< C >::Difference	rangeSize (const C &cb, const C &ce, CirculatorType, RandomAccessCategory)

template<typename I >
I	rangeMiddle (const I &itb, const I &ite, IteratorType, ForwardCategory)

template<typename C >
C	rangeMiddle (const C &cb, const C &ce, CirculatorType, ForwardCategory)

template<typename I >
I	rangeMiddle (const I &itb, const I &ite, IteratorType, BidirectionalCategory)

template<typename C >
C	rangeMiddle (const C &cb, const C &ce, CirculatorType, BidirectionalCategory)

template<typename I >
I	rangeMiddle (const I &itb, const I &ite, IteratorType, RandomAccessCategory)

template<typename C >
C	rangeMiddle (const C &cb, const C &ce, CirculatorType, RandomAccessCategory)

template<typename TData >
std::pair< unsigned int, unsigned int >	argminLabelledMapMemoryUsageForGeometricDistribution (unsigned int L, double prob_no_data, double prob_one_data)

Detailed Description

detail namespace gathers internal classes and functions.

Typedef Documentation

◆ expr_node

typedef boost::variant< boost::recursive_wrapper<top_node>, monomial_node > DGtal::detail::expr_node

Part of the polynomial tree structure. Either a top_node or a monomial.

Definition at line 79 of file MPolynomialReader.h.

Function Documentation

◆ advanceIterator() [1/2]

template<typename IC >

void DGtal::detail::advanceIterator	(	IC &	ic,
		typename IteratorCirculatorTraits< IC >::Difference	n,
		ForwardCategory
	)

inline

Moves ic at position @ it + n

Parameters

ic	any (circular)iterator
n	any positive distance

Template Parameters

IC	any iterator or circulator

◆ advanceIterator() [2/2]

template<typename IC >

void DGtal::detail::advanceIterator	(	IC &	ic,
		typename IteratorCirculatorTraits< IC >::Difference	n,
		RandomAccessCategory
	)

inline

Moves ic at position @ it + n

Parameters

ic	any (circular)iterator
n	any positive distance

Template Parameters

IC	any iterator or circulator

◆ argminLabelledMapMemoryUsageForGeometricDistribution()

template<typename TData >

std::pair< unsigned int, unsigned int > DGtal::detail::argminLabelledMapMemoryUsageForGeometricDistribution	(	unsigned int	L,
		double	prob_no_data,
		double	prob_one_data
	)

Tries to find the best values N and M which will minimized the memory usage of a LabelledMap, for the distribution specified by the parameters.

Template Parameters

TData the type of data that will be stored.

Parameters

L	the total number of labels.
prob_no_data	Probability that there is no data at this location.
prob_one_data	If there is a possibility to have a data, this probability is used to define a geometric distribution that defines the number of data (ie valid labels) at this place. The smaller, the higher is the expectation. 0.5 means E(X) = 1.

Returns: the pair (N,M) that minimizes the memory usage of a LabelledMap for the given distribution.

Referenced by DGtal::detail::LabelledMapMemFunctor::fctNMpq().

◆ isNotEmpty() [1/2]

template<typename IC >

bool DGtal::detail::isNotEmpty	(	const IC &	itb,
		const IC &	ite,
		IteratorType
	)

inline

Checks if the range of classical iterators [ itb , ite ) is not empty, ie. checks if itb != ite

Parameters

itb	begin iterator of the range
ite	end iterator of the range

Template Parameters

IC	iterator or circulator

Referenced by DGtal::detail::PosIndepScaleIndepSCEstimator< DSSComputer, detail::TangentAngleFromDSS >::eval(), DGtal::detail::PosIndepScaleDepSCEstimator< DCAComputer, detail::CurvatureFromDCA< isCCW > >::eval(), DGtal::detail::PosDepScaleIndepSCEstimator< DCAComputer, detail::TangentVectorFromDCA >::eval(), DGtal::detail::PosDepScaleDepSCEstimator< DCAComputer, detail::DistanceFromDCA >::eval(), and DGtal::detail::CurvatureFromDSSBaseEstimator< DSSComputer, detail::CurvatureFromDSSLength >::eval().

◆ isNotEmpty() [2/2]

template<typename IC >

bool DGtal::detail::isNotEmpty	(	const IC &	c1,
		const IC &	c2,
		CirculatorType
	)

inline

Checks if a circular range is not empty, ie. checks if the circulators are valid.

Parameters

c1	begin iterator of the range
c2	end iterator of the range

Template Parameters

IC	iterator or circulator

◆ rangeMiddle() [1/6]

template<typename I >

I DGtal::detail::rangeMiddle	(	const I &	itb,
		const I &	ite,
		IteratorType	,
		ForwardCategory
	)

inline

Computes the middle of a given range [ itb , ite ).

Parameters

itb	begin iterator of the range
ite	end iterator of the range

Returns: the middle iterator of the range [ itb , ite ) NB: in O(ite-itb)

Template Parameters

I	any iterator

◆ rangeMiddle() [2/6]

template<typename C >

C DGtal::detail::rangeMiddle	(	const C &	cb,
		const C &	ce,
		CirculatorType	,
		ForwardCategory
	)

inline

Computes the middle of a given range [ cb, ce ). Note that if cb = ce then [ cb, ce ) is assumed to be a whole range.

Parameters

cb	begin iterator of the range
ce	end iterator of the range

Returns: the middle circulator of the range [ cb , ce ) NB: linear in the range size

Template Parameters

C	any circulator

◆ rangeMiddle() [3/6]

template<typename I >

I DGtal::detail::rangeMiddle	(	const I &	itb,
		const I &	ite,
		IteratorType	,
		BidirectionalCategory
	)

inline

Computes the middle of a given range [ itb , ite )

Parameters

itb	begin iterator of the range
ite	end iterator of the range

Returns: the middle iterator of the range [ itb , ite ) NB: in O(ite-itb)

Template Parameters

I	any iterator

◆ rangeMiddle() [4/6]

template<typename C >

C DGtal::detail::rangeMiddle	(	const C &	cb,
		const C &	ce,
		CirculatorType	,
		BidirectionalCategory
	)

inline

Computes the middle of a given range [ cb, ce ). Note that if cb = ce then [ cb, ce ) is assumed to be a whole range.

Parameters

cb	begin iterator of the range
ce	end iterator of the range

Returns: the middle circulator of the range [ cb , ce ) NB: linear in the range size

Template Parameters

C	any circulator

◆ rangeMiddle() [5/6]

template<typename I >

I DGtal::detail::rangeMiddle	(	const I &	itb,
		const I &	ite,
		IteratorType	,
		RandomAccessCategory
	)

inline

Computes the middle of a given range [ itb , ite )

Parameters

itb	begin iterator of the range
ite	end iterator of the range

Returns: the middle iterator of the range [ itb , ite ) NB: in O(1)

Template Parameters

I	any iterator

◆ rangeMiddle() [6/6]

template<typename C >

C DGtal::detail::rangeMiddle	(	const C &	cb,
		const C &	ce,
		CirculatorType	,
		RandomAccessCategory
	)

inline

Computes the middle of a given range [ cb, ce ). Note that if cb = ce then [ cb, ce ) is assumed to be a whole range.

Parameters

cb	begin iterator of the range
ce	end iterator of the range

Returns: the middle circulator of the range [ cb , ce ) NB: in O(1)

Template Parameters

C	any circulator

◆ rangeSize() [1/4]

template<typename I >

IteratorCirculatorTraits<I>::Difference DGtal::detail::rangeSize	(	const I &	itb,
		const I &	ite,
		IteratorType	,
		ForwardCategory
	)

inline

Computes the size of a given range [ itb , ite )

Parameters

itb	begin iterator of the range
ite	end iterator of the range

Returns: the size NB: in O(ite-itb)

Template Parameters

I	any iterator

◆ rangeSize() [2/4]

template<typename C >

IteratorCirculatorTraits<C>::Difference DGtal::detail::rangeSize	(	const C &	cb,
		const C &	ce,
		CirculatorType	,
		ForwardCategory
	)

inline

Computes the size of a given range [ cb, ce ). Note that if cb = ce then [ cb, ce ) is assumed to be a whole range.

Parameters

cb	begin iterator of the range
ce	end iterator of the range

Returns: the size NB: linear in the range size

Template Parameters

C	any circulator

◆ rangeSize() [3/4]

template<typename I >

IteratorCirculatorTraits<I>::Difference DGtal::detail::rangeSize	(	const I &	itb,
		const I &	ite,
		IteratorType	,
		RandomAccessCategory
	)

inline

Computes the size of a given range [ itb , ite )

Parameters

itb	begin iterator of the range
ite	end iterator of the range

Returns: the size NB: in O(1)

Template Parameters

I	any iterator

◆ rangeSize() [4/4]

template<typename C >

IteratorCirculatorTraits<C>::Difference DGtal::detail::rangeSize	(	const C &	cb,
		const C &	ce,
		CirculatorType	,
		RandomAccessCategory
	)

inline

Computes the size of a given range [ cb, ce ). Note that if cb = ce then [ cb, ce ) is assumed to be a whole range.

Parameters

cb	begin iterator of the range
ce	end iterator of the range

Returns: the size NB: in O(1)

Template Parameters

C	any circulator

Data Structures

Typedefs

Functions

Detailed Description

Typedef Documentation

◆ expr_node

Function Documentation

◆ advanceIterator() [1/2]

◆ advanceIterator() [2/2]

◆ argminLabelledMapMemoryUsageForGeometricDistribution()

◆ isNotEmpty() [1/2]

◆ isNotEmpty() [2/2]

◆ rangeMiddle() [1/6]

◆ rangeMiddle() [2/6]

◆ rangeMiddle() [3/6]

◆ rangeMiddle() [4/6]

◆ rangeMiddle() [5/6]

◆ rangeMiddle() [6/6]

◆ rangeSize() [1/4]

◆ rangeSize() [2/4]

◆ rangeSize() [3/4]

◆ rangeSize() [4/4]