Models a set whose element is the Cartesian product of two sets. The number of elements in this set is the product of the sizes of the two input sets. More...

#include </home/docs/checkouts/readthedocs.org/user_builds/axom/checkouts/v0.5.0/src/axom/slam/ProductSet.hpp>

Inheritance diagram for axom::slam::ProductSet< PosType, ElemType >:

[legend]

Public Types
using	BivariateSetType = BivariateSet< PosType, ElemType >

using	PositionType = typename BivariateSetType::PositionType

using	ElementType = typename BivariateSetType::ElementType

using	SetType = typename BivariateSetType::SetType

using	OrderedSetType = typename BivariateSetType::OrderedSetType

using	RangeSetType = RangeSet< PosType, ElemType >

Public Member Functions
	ProductSet ()
	Default constructor. More...

	ProductSet (SetType set1, SetType set2)
	Constructor taking in pointers of two Sets. More...

PositionType	findElementIndex (PositionType pos1, PositionType pos2) const override
	Return the element SparseIndex. Since ProductSet is the full Cartesian product of the two sets, the SparseIndex is the same as its DenseIndex, which is the same as the pos2 parameter. More...

PositionType	findElementFlatIndex (PositionType pos1, PositionType pos2) const override
	Returns an element's FlatIndex given its DenseIndex. Since ProductSet is the full Cartesian product of the two sets, an element's FlatIndex is equal to `pos1*secondSetSize()+pos2`. More...

PositionType	findElementFlatIndex (PositionType pos1) const override
	Returns the FlatIndex of the first element in the specified row. This is equal to `pos1*secondSetSize()`. More...

const OrderedSetType	getElements (PositionType AXOM_DEBUG_PARAM(pos1)) const override
	Return all elements from the second set associated with position pos1 in the first set. More...

ElementType	at (PositionType pos) const override

PositionType	size () const override
	Size of the BivariateSet, which is the number of non-zero entries in the BivariateSet. More...

PositionType	size (PositionType) const override

bool	isValidIndex (PositionType s1, PositionType s2) const

bool	isValid (bool verboseOutput=false) const override

virtual PositionType	findElementIndex (PositionType pos1, PositionType pos2) const =0
	Searches for the SparseIndex of the element given its DenseIndex. If the element (i,j) is the k^th non-zero in the row, then `findElementIndex(i,j)` returns `k`. If `element (i,j)` does not exist (such as the case of a zero in a sparse matrix), then `INVALID_POS` is returned. More...

virtual PositionType	findElementFlatIndex (PositionType pos1, PositionType pos2) const =0
	Search for the FlatIndex of the element given its DenseIndex. More...

virtual PositionType	findElementFlatIndex (PositionType pos1) const =0
	Searches for the first existing element given the row index (first set position). More...

virtual PositionType	size (PositionType pos1) const =0
	Number of elements of the BivariateSet whose first index is pos. More...

PositionType	firstSetSize () const
	Size of the first set. More...

PositionType	secondSetSize () const
	Size of the second set. More...

virtual const SetType *	getFirstSet () const
	Returns pointer to the first set. More...

virtual const SetType *	getSecondSet () const
	Returns pointer to the second set. More...

virtual ElementType	at (PositionType pos) const =0
	Returns the element at the given FlatIndex pos. More...

virtual const OrderedSetType	getElements (PositionType s1) const =0
	A set of elements with the given first set index. More...

virtual void	verifyPosition (PositionType s1, PositionType s2) const =0

Static Public Attributes
static const PositionType	INVALID_POS = PositionType(-1)

static const NullSet< PosType, ElemType >	s_nullSet

Protected Attributes
const SetType *	m_set1

const SetType *	m_set2

Private Types
using	SizePolicyType = policies::RuntimeSize< PosType >

using	OffsetPolicyType = policies::RuntimeOffset< PosType >

using	StridePolicyType = policies::StrideOne< PosType >

using	IndirectionPolicyType = policies::NoIndirection< PosType, ElemType >

using	SubsettingPolicyType = policies::NoSubset

using	ModularIntType = ModularInt< policies::RuntimeSize< PosType > >

using	PositionSet = OrderedSet< PositionType >

using	const_iterator = OrderedSetIterator< ElementType, true >

using	const_iterator_pair = std::pair< const_iterator, const_iterator >

using	iterator = OrderedSetIterator< ElementType, false >

using	iterator_pair = std::pair< iterator, iterator >

using	IndirectionResult = ElemType

using	ConstIndirectionResult = const ElemType

using	IndirectionBufferType = struct { }

using	ParentSetType = const Set<>

Private Member Functions
iterator	begin ()

const_iterator	begin () const

iterator	end ()

const_iterator	end () const

iterator_pair	range ()

const_iterator_pair	range () const

policies::NoIndirection< PosType, ElemType > ::ConstIndirectionResult	operator[] (PositionType pos) const
	Given a position in the Set, return a position in the larger index space. More...

policies::NoIndirection< PosType, ElemType > ::IndirectionResult	operator[] (PositionType pos)

ElementType	at (PositionType pos) const
	Random access to the entities of the set. More...

PosType &	size ()

bool	empty () const
	Checks if there are any elements in the set – equivalent to: set.size() == 0. More...

bool	isValid (PosType, PosType, PosType, bool) const

template<typename OrderedSetIt >
bool	isValid (OrderedSetIt, OrderedSetIt, bool) const

bool	isSubset () const
	Determines if the Set is a Subset of another set. More...

bool	isValidIndex (PositionType pos) const
	checks whether the given position (index) is valid. More...

PositionSet	positions () const
	returns a PositionSet over the set's positions More...

PosType	operator() () const

PosType &	operator() ()

PosType	operator() () const

PosType &	operator() ()

const PosType	operator() () const

IndirectionResult	operator() (PosType pos) const

PosType	offset () const

PosType &	offset ()

const PosType	stride () const

void	setStride (PosType AXOM_DEBUG_PARAM(val))

IndirectionResult	indirection (PosType pos) const

IndirectionBufferType *	data ()

bool	hasIndirection () const

const ParentSetType *	parentSet () const

Private Attributes
PosType	m_sz

Static Private Attributes
static const NullSet	s_nullSet

OrderedSet_Size_Policies
A few default policies for the size of an OrderedSet
static const PosType	DEFAULT_VALUE

OrderedSet_Offset_Policies
A few default policies for the offset of an OrderedSet
static const PosType	DEFAULT_VALUE

OrderedSet_Stride_Policies
A few default policies for the stride of an OrderedSet
static const PosType	DEFAULT_VALUE

Detailed Description

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>
class axom::slam::ProductSet< PosType, ElemType >

Models a set whose element is the Cartesian product of two sets. The number of elements in this set is the product of the sizes of the two input sets.

Users should refer to the BivariateSet documentation for descriptions of the different indexing names (SparseIndex, DenseIndex, FlatIndex).

See also: BivariateSet

Member Typedef Documentation

◆ BivariateSetType

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>

using axom::slam::ProductSet< PosType, ElemType >::BivariateSetType = BivariateSet<PosType, ElemType>

◆ PositionType

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>

using axom::slam::ProductSet< PosType, ElemType >::PositionType = typename BivariateSetType::PositionType

◆ ElementType

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>

using axom::slam::ProductSet< PosType, ElemType >::ElementType = typename BivariateSetType::ElementType

◆ SetType

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>

using axom::slam::ProductSet< PosType, ElemType >::SetType = typename BivariateSetType::SetType

◆ OrderedSetType

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>

using axom::slam::ProductSet< PosType, ElemType >::OrderedSetType = typename BivariateSetType::OrderedSetType

◆ RangeSetType

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>

using axom::slam::ProductSet< PosType, ElemType >::RangeSetType = RangeSet<PosType, ElemType>

Constructor & Destructor Documentation

◆ ProductSet() [1/2]

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>

axom::slam::ProductSet< PosType, ElemType >::ProductSet ( )

inline

Default constructor.

◆ ProductSet() [2/2]

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>

axom::slam::ProductSet< PosType, ElemType >::ProductSet	(	SetType *	set1,
		SetType *	set2
	)

inline

Constructor taking in pointers of two Sets.

Parameters

set1	Pointer to the first Set.
set2	Pointer to the second Set.

References axom::slam::BivariateSet< PosType, ElemType >::secondSetSize(), and axom::slam::OrderedSet< PosType, ElemType, SizePolicy, OffsetPolicy, StridePolicy, IndirectionPolicy, SubsettingPolicy >::size().

Member Function Documentation

◆ findElementIndex() [1/2]

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>

PositionType axom::slam::ProductSet< PosType, ElemType >::findElementIndex	(	PositionType	pos1,
		PositionType	pos2
	)		const

inlineoverride

Return the element SparseIndex. Since ProductSet is the full Cartesian product of the two sets, the SparseIndex is the same as its DenseIndex, which is the same as the pos2 parameter.

Parameters

pos1	The first set position.
pos2	The second set position.

Returns: The element's SparseIndex, which is the same as pos2

References axom::slam::ProductSet< PosType, ElemType >::isValidIndex().

◆ findElementFlatIndex() [1/4]

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>

PositionType axom::slam::ProductSet< PosType, ElemType >::findElementFlatIndex	(	PositionType	pos1,
		PositionType	pos2
	)		const

inlineoverride

Returns an element's FlatIndex given its DenseIndex. Since ProductSet is the full Cartesian product of the two sets, an element's FlatIndex is equal to pos1*secondSetSize()+pos2.

Parameters

pos1	The first set position.
pos2	The second set position.

Returns: The element's FlatIndex.

References axom::slam::ProductSet< PosType, ElemType >::isValidIndex(), and axom::slam::BivariateSet< PosType, ElemType >::secondSetSize().

Referenced by axom::slam::ProductSet< PosType, ElemType >::findElementFlatIndex().

◆ findElementFlatIndex() [2/4]

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>

PositionType axom::slam::ProductSet< PosType, ElemType >::findElementFlatIndex ( PositionType pos1 ) const

inlineoverride

Returns the FlatIndex of the first element in the specified row. This is equal to pos1*secondSetSize().

Parameters

pos1	The first set position that specifies the row.

References axom::slam::ProductSet< PosType, ElemType >::findElementFlatIndex().

◆ getElements() [1/2]

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>

const OrderedSetType axom::slam::ProductSet< PosType, ElemType >::getElements ( PositionType AXOM_DEBUG_PARAMpos1 ) const

inlineoverride

Return all elements from the second set associated with position pos1 in the first set.

Parameters

pos1	The first set position that specifies the row.

Returns: An OrderedSet of the elements in the row.

References axom::slam::BivariateSet< PosType, ElemType >::firstSetSize(), and SLIC_ASSERT.

◆ at() [1/2]

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>

ElementType axom::slam::ProductSet< PosType, ElemType >::at ( PositionType pos ) const

inlineoverride

References axom::slam::BivariateSet< PosType, ElemType >::secondSetSize().

◆ size() [1/3]

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>

PositionType axom::slam::ProductSet< PosType, ElemType >::size ( ) const

inlineoverridevirtual

Size of the BivariateSet, which is the number of non-zero entries in the BivariateSet.

Implements axom::slam::BivariateSet< PosType, ElemType >.

References axom::slam::BivariateSet< PosType, ElemType >::firstSetSize(), and axom::slam::BivariateSet< PosType, ElemType >::secondSetSize().

Referenced by axom::slam::ProductSet< PosType, ElemType >::isValid().

◆ size() [2/3]

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>

PositionType axom::slam::ProductSet< PosType, ElemType >::size ( PositionType ) const

inlineoverride

References axom::slam::BivariateSet< PosType, ElemType >::secondSetSize().

◆ isValidIndex()

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>

bool axom::slam::ProductSet< PosType, ElemType >::isValidIndex	(	PositionType	s1,
		PositionType	s2
	)		const

inline

References axom::slam::BivariateSet< PosType, ElemType >::firstSetSize(), and axom::slam::BivariateSet< PosType, ElemType >::secondSetSize().

Referenced by axom::slam::ProductSet< PosType, ElemType >::findElementFlatIndex(), axom::slam::ProductSet< PosType, ElemType >::findElementIndex(), and axom::slam::ProductSet< PosType, ElemType >::isValid().

◆ isValid()

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>

bool axom::slam::ProductSet< PosType, ElemType >::isValid ( bool verboseOutput = false ) const

inlineoverridevirtual

Reimplemented from axom::slam::BivariateSet< PosType, ElemType >.

References AXOM_DEBUG_PARAM, axom::slam::BivariateSet< PosType, ElemType >::firstSetSize(), axom::slam::BivariateSet< PosType, ElemType >::isValid(), axom::slam::OrderedSet< PosType, ElemType, policies::RuntimeSize< PosType >, policies::RuntimeOffset< PosType >, policies::StrideOne< PosType >, policies::NoIndirection< PosType, ElemType >, policies::NoSubset >::isValid(), axom::slam::ProductSet< PosType, ElemType >::isValidIndex(), axom::slam::BivariateSet< PosType, ElemType >::secondSetSize(), axom::slam::ProductSet< PosType, ElemType >::size(), and SLIC_ASSERT_MSG.

◆ findElementIndex() [2/2]

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>

virtual PositionType axom::slam::BivariateSet< PosType, ElemType >::findElementIndex	(	PositionType	pos1,
		PositionType	pos2
	)		const

pure virtualinherited

Searches for the SparseIndex of the element given its DenseIndex. If the element (i,j) is the k^th non-zero in the row, then findElementIndex(i,j) returns k. If element (i,j) does not exist (such as the case of a zero in a sparse matrix), then INVALID_POS is returned.

Parameters

pos1	The first set position.
pos2	The second set position.

Returns: The DenseIndex of the given element, or INVALID_POS if such element is missing from the set.

Precondition: 0 <= pos1 <= set1.size() && 0 <= pos2 <= size2.size()

Implemented in axom::slam::NullBivariateSet< PosType, ElemType >, and axom::slam::NullBivariateSet< SetPosition, SetElement >.

Referenced by axom::slam::BivariateSet< RelationType::SetPosition, RelationType::SetElement >::BivariateSet(), and axom::slam::BivariateMap< SetType, DataType, StridePolicy >::index().

◆ findElementFlatIndex() [3/4]

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>

virtual PositionType axom::slam::BivariateSet< PosType, ElemType >::findElementFlatIndex	(	PositionType	pos1,
		PositionType	pos2
	)		const

pure virtualinherited

Search for the FlatIndex of the element given its DenseIndex.

Parameters

pos1	The first set position.
pos2	The second set position.

Returns: The element's FlatIndex

Precondition: 0 <= pos1 <= set1.size() && 0 <= pos2 <= size2.size()

Implemented in axom::slam::NullBivariateSet< PosType, ElemType >, and axom::slam::NullBivariateSet< SetPosition, SetElement >.

Referenced by axom::slam::BivariateSet< RelationType::SetPosition, RelationType::SetElement >::BivariateSet(), axom::slam::NullBivariateSet< SetPosition, SetElement >::findElementFlatIndex(), axom::slam::BivariateMap< SetType, DataType, StridePolicy >::findValue(), axom::slam::BivariateMap< SetType, DataType, StridePolicy >::flatIndex(), axom::slam::BivariateMap< SetType, DataType, StridePolicy >::operator()(), and axom::slam::BivariateMap< SetType, DataType, StridePolicy >::operator[]().

◆ findElementFlatIndex() [4/4]

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>

virtual PositionType axom::slam::BivariateSet< PosType, ElemType >::findElementFlatIndex ( PositionType pos1 ) const

pure virtualinherited

Searches for the first existing element given the row index (first set position).

Parameters

pos1	The first set position.

Returns: The found element's FlatIndex.

Precondition: 0 <= pos1 <= set1.size()

Implemented in axom::slam::NullBivariateSet< PosType, ElemType >, and axom::slam::NullBivariateSet< SetPosition, SetElement >.

◆ size() [3/3]

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>

virtual PositionType axom::slam::BivariateSet< PosType, ElemType >::size ( PositionType pos1 ) const

pure virtualinherited

Number of elements of the BivariateSet whose first index is pos.

Precondition: 0 <= pos1 <= set1.size()

Implemented in axom::slam::NullBivariateSet< PosType, ElemType >, and axom::slam::NullBivariateSet< SetPosition, SetElement >.

◆ firstSetSize()

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>

PositionType axom::slam::BivariateSet< PosType, ElemType >::firstSetSize ( ) const

inlineinherited

Size of the first set.

Referenced by axom::slam::ProductSet< PosType, ElemType >::getElements(), axom::slam::ProductSet< PosType, ElemType >::isValid(), axom::slam::ProductSet< PosType, ElemType >::isValidIndex(), and axom::slam::ProductSet< PosType, ElemType >::size().

◆ secondSetSize()

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>

PositionType axom::slam::BivariateSet< PosType, ElemType >::secondSetSize ( ) const

inlineinherited

Size of the second set.

Referenced by axom::slam::ProductSet< PosType, ElemType >::at(), axom::slam::ProductSet< PosType, ElemType >::findElementFlatIndex(), axom::slam::ProductSet< PosType, ElemType >::isValid(), axom::slam::ProductSet< PosType, ElemType >::isValidIndex(), axom::slam::ProductSet< PosType, ElemType >::ProductSet(), and axom::slam::ProductSet< PosType, ElemType >::size().

◆ getFirstSet()

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>

virtual const SetType* axom::slam::BivariateSet< PosType, ElemType >::getFirstSet ( ) const

inlinevirtualinherited

Returns pointer to the first set.

◆ getSecondSet()

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>

virtual const SetType* axom::slam::BivariateSet< PosType, ElemType >::getSecondSet ( ) const

inlinevirtualinherited

Returns pointer to the second set.

◆ at() [2/2]

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>

virtual ElementType axom::slam::BivariateSet< PosType, ElemType >::at ( PositionType pos ) const

pure virtualinherited

Returns the element at the given FlatIndex pos.

Implemented in axom::slam::NullBivariateSet< PosType, ElemType >, and axom::slam::NullBivariateSet< SetPosition, SetElement >.

Referenced by axom::slam::BivariateSet< RelationType::SetPosition, RelationType::SetElement >::getSecondSet(), axom::slam::BivariateMap< SetType, DataType, StridePolicy >::BivariateMapIterator::numComp(), and axom::slam::BivariateMap< SetType, DataType, StridePolicy >::BivariateMapIterator::secondIndex().

◆ getElements() [2/2]

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>

virtual const OrderedSetType axom::slam::BivariateSet< PosType, ElemType >::getElements ( PositionType s1 ) const

pure virtualinherited

A set of elements with the given first set index.

Parameters

s1	The first set index.

Returns: An OrderedSet containing the elements

Precondition: 0 <= pos1 <= set1.size()

Implemented in axom::slam::NullBivariateSet< PosType, ElemType >, and axom::slam::NullBivariateSet< SetPosition, SetElement >.

Referenced by axom::slam::BivariateSet< RelationType::SetPosition, RelationType::SetElement >::getSecondSet(), and axom::slam::BivariateMap< SetType, DataType, StridePolicy >::indexSet().

◆ verifyPosition()

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>

virtual void axom::slam::BivariateSet< PosType, ElemType >::verifyPosition	(	PositionType	s1,
		PositionType	s2
	)		const

pure virtualinherited

Referenced by axom::slam::NullBivariateSet< SetPosition, SetElement >::findElementFlatIndex(), axom::slam::NullBivariateSet< SetPosition, SetElement >::findElementIndex(), axom::slam::NullBivariateSet< SetPosition, SetElement >::getElements(), and axom::slam::BivariateSet< RelationType::SetPosition, RelationType::SetElement >::isValid().

Member Data Documentation

◆ INVALID_POS

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>

const PositionType axom::slam::BivariateSet< PosType, ElemType >::INVALID_POS = PositionType(-1)

staticinherited

◆ s_nullSet

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>

const NullSet< PosType, ElemType > axom::slam::BivariateSet< PosType, ElemType >::s_nullSet

staticinherited

◆ m_set1

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>

const SetType* axom::slam::BivariateSet< PosType, ElemType >::m_set1

protectedinherited

Referenced by axom::slam::BivariateSet< RelationType::SetPosition, RelationType::SetElement >::firstSetSize(), axom::slam::BivariateSet< RelationType::SetPosition, RelationType::SetElement >::getFirstSet(), and axom::slam::BivariateSet< RelationType::SetPosition, RelationType::SetElement >::isValid().

◆ m_set2

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>

const SetType* axom::slam::BivariateSet< PosType, ElemType >::m_set2

protectedinherited

Referenced by axom::slam::BivariateSet< RelationType::SetPosition, RelationType::SetElement >::getSecondSet(), axom::slam::BivariateSet< RelationType::SetPosition, RelationType::SetElement >::isValid(), and axom::slam::BivariateSet< RelationType::SetPosition, RelationType::SetElement >::secondSetSize().

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

/home/docs/checkouts/readthedocs.org/user_builds/axom/checkouts/v0.5.0/src/axom/slam/ProductSet.hpp

Public Types

Public Member Functions

Static Public Attributes

Protected Attributes

Private Types

Private Member Functions

Private Attributes

Static Private Attributes

Detailed Description

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType> class axom::slam::ProductSet< PosType, ElemType >

Member Typedef Documentation

◆ BivariateSetType

◆ PositionType

◆ ElementType

◆ SetType

◆ OrderedSetType

◆ RangeSetType

Constructor & Destructor Documentation

◆ ProductSet() [1/2]

◆ ProductSet() [2/2]

Member Function Documentation

◆ findElementIndex() [1/2]

◆ findElementFlatIndex() [1/4]

◆ findElementFlatIndex() [2/4]

◆ getElements() [1/2]

◆ at() [1/2]

◆ size() [1/3]

◆ size() [2/3]

◆ isValidIndex()

◆ isValid()

◆ findElementIndex() [2/2]

◆ findElementFlatIndex() [3/4]

◆ findElementFlatIndex() [4/4]

◆ size() [3/3]

◆ firstSetSize()

◆ secondSetSize()

◆ getFirstSet()

◆ getSecondSet()

◆ at() [2/2]

◆ getElements() [2/2]

◆ verifyPosition()

Member Data Documentation

◆ INVALID_POS

◆ s_nullSet

◆ m_set1

◆ m_set2

template<typename PosType = slam::DefaultPositionType, typename ElemType = slam::DefaultElementType>
class axom::slam::ProductSet< PosType, ElemType >