Classes
struct	Contravariant

struct	ContravariantCharacter

struct	Covariant

struct	CovariantCharacter

struct	Dummy

struct	MetricIndex1

struct	MetricIndex2

struct	prime

struct	ScalarIndex

class	Tensor< ElementType, ddc::DiscreteDomain< DDim... >, LayoutStridedPolicy, MemorySpace >
	Tensor class. More...

class	TensorAccessor

struct	TensorAntisymmetricIndex

struct	TensorDiagonalIndex

struct	TensorFullIndex

struct	TensorIdentityIndex

struct	TensorLeviCivitaIndex

struct	TensorLorentzianSignIndex

struct	TensorNaturalIndex

struct	TensorSymmetricIndex

struct	TensorYoungTableauIndex

Concepts
concept	TensorIndex

concept	TensorNatIndex

Typedefs
template<class T >
using	to_tensor_antisymmetric_index_t = typename detail::ToTensorAntisymmetricIndex<T>::type

template<class T >
using	lower_t = detail::Lower<T>::type

template<class T >
using	upper_t = detail::Upper<T>::type

template<class T >
using	swap_character_t = detail::SwapCharacter<T>::type

template<class Index >
using	uncharacterize_t = detail::Uncharacterize<Index>::type

template<misc::Specialization< Tensor > TensorType>
using	uncharacterize_tensor_t

template<std::size_t Dimension, std::size_t Rank>
using	dummy_index_t

template<class MetricIndex >
using	metric_index_1 = ddc::type_seq_element_t<0, ddc::to_type_seq_t<typename MetricIndex::subindices_domain_t>>

template<class MetricIndex >
using	metric_index_2 = ddc::type_seq_element_t<1, ddc::to_type_seq_t<typename MetricIndex::subindices_domain_t>>

template<misc::Specialization< ddc::DiscreteDomain > Dom, TensorNatIndex Index1, TensorNatIndex Index2>
using	relabelize_metric_in_domain_t

template<misc::Specialization< Tensor > TensorType, TensorNatIndex Index1, TensorNatIndex Index2>
using	relabelize_metric_t

template<TensorIndex MetricIndex, misc::Specialization< ddc::detail::TypeSeq > Indices1, misc::Specialization< ddc::detail::TypeSeq > Indices2>
using	metric_prod_domain_t

template<misc::Specialization< ddc::DiscreteDomain > NonMetricDom, TensorIndex MetricIndex, misc::Specialization< ddc::detail::TypeSeq > Indices1, misc::Specialization< ddc::detail::TypeSeq > Indices2, class LayoutStridedPolicy , class MemorySpace >
using	metric_prod_t

template<misc::Specialization< Tensor > MetricType>
using	invert_metric_t

template<TensorNatIndex Index>
using	second = prime<Index, 2>

template<misc::Specialization< ddc::detail::TypeSeq > Indices, std::size_t I = 1>
using	primes = detail::Primes<Indices, I>::type

template<misc::Specialization< ddc::detail::TypeSeq > Indices>
using	seconds = primes<Indices, 2>

template<class T , TensorIndex OldIndex, TensorIndex NewIndex>
using	relabelize_index_in_t = detail::RelabelizeIndexInType<T, OldIndex, NewIndex>::type

template<misc::Specialization< Tensor > TensorType, TensorIndex OldIndex, TensorIndex NewIndex>
using	relabelize_index_of_t = detail::RelabelizeIndexOfType<TensorType, OldIndex, NewIndex>::type

template<class T , class OldIndices , class NewIndices >
using	relabelize_indices_in_t

template<misc::Specialization< Tensor > TensorType, misc::Specialization< ddc::detail::TypeSeq > OldIndices, misc::Specialization< ddc::detail::TypeSeq > NewIndices>
using	relabelize_indices_of_t = detail::RelabelizeIndicesOfType<TensorType, OldIndices, NewIndices>::type

template<TensorIndex Index>
using	natural_domain_t = typename detail::NaturalDomainType<Index>::type

template<misc::Specialization< ddc::DiscreteDomain > Dom>
using	tensor_accessor_for_domain_t = detail::TensorAccessorForDomain<Dom>::type

template<misc::Specialization< ddc::DiscreteDomain > Dom1, misc::Specialization< ddc::DiscreteDomain > Dom2>
using	natural_tensor_prod_domain_t = detail::NaturalTensorProdDomain<Dom1, Dom2>::type

template<class T >
using	subindices_domain_t = detail::SubindicesDomain<T>::type

Functions
template<misc::Specialization< Tensor > TensorType>
constexpr uncharacterize_tensor_t< TensorType >	uncharacterize_tensor (TensorType tensor)

template<misc::Specialization< Kokkos::View > ViewType>
KOKKOS_FUNCTION ViewType::value_type	determinant (const ViewType &matrix)

template<misc::Specialization< Tensor > TensorType>
TensorType::element_type	determinant (TensorType tensor)

template<TensorNatIndex Index1, TensorNatIndex Index2, class Dom >
constexpr relabelize_metric_in_domain_t< Dom, Index1, Index2 >	relabelize_metric_in_domain (Dom metric_dom)

template<TensorNatIndex Index1, TensorNatIndex Index2, misc::Specialization< Tensor > TensorType>
constexpr relabelize_metric_t< TensorType, Index1, Index2 >	relabelize_metric (TensorType tensor)

template<TensorIndex MetricIndex, misc::Specialization< ddc::detail::TypeSeq > Indices1, misc::Specialization< ddc::detail::TypeSeq > Indices2, misc::Specialization< Tensor > MetricType, class ExecSpace >
metric_prod_t< typename MetricType::non_indices_domain_t, MetricIndex, Indices1, Indices2, typename MetricType::layout_type, typename MetricType::memory_space >	fill_metric_prod (ExecSpace const &exec_space, metric_prod_t< typename MetricType::non_indices_domain_t, MetricIndex, Indices1, Indices2, typename MetricType::layout_type, typename MetricType::memory_space > metric_prod, MetricType metric)

template<misc::Specialization< Tensor > MetricType, misc::Specialization< Tensor > TensorType, class ExecSpace >
relabelize_indices_of_t< TensorType, swap_character_t< detail::non_primes< typename MetricType::accessor_t::natural_domain_t > >, detail::non_primes< typename MetricType::accessor_t::natural_domain_t > >	inplace_apply_metric (ExecSpace const &exec_space, TensorType tensor, MetricType metric_prod)

template<TensorIndex MetricIndex, TensorNatIndex... Index1, misc::Specialization< Tensor > MetricType, misc::Specialization< Tensor > TensorType, class ExecSpace >
relabelize_indices_of_t< TensorType, swap_character_t< ddc::detail::TypeSeq< Index1... > >, ddc::detail::TypeSeq< Index1... > >	inplace_apply_metric (ExecSpace const &exec_space, TensorType tensor, MetricType metric)

template<TensorIndex MetricIndex, misc::Specialization< Tensor > MetricType, class ExecSpace >
invert_metric_t< MetricType >	fill_inverse_metric (ExecSpace const &exec_space, invert_metric_t< MetricType > inv_metric, MetricType metric)

template<class OldIndex , class NewIndex , class T >
constexpr relabelize_index_in_t< T, OldIndex, NewIndex >	relabelize_index_in (T t)

template<TensorIndex OldIndex, TensorIndex NewIndex, class ElementType , class... DDim, class LayoutStridedPolicy , class MemorySpace >
constexpr relabelize_index_of_t< Tensor< ElementType, ddc::DiscreteDomain< DDim... >, LayoutStridedPolicy, MemorySpace >, OldIndex, NewIndex >	relabelize_index_of (Tensor< ElementType, ddc::DiscreteDomain< DDim... >, LayoutStridedPolicy, MemorySpace > old_tensor)

template<class OldIndices , class NewIndices , class T >
constexpr relabelize_indices_in_t< T, OldIndices, NewIndices >	relabelize_indices_in (T t)

template<misc::Specialization< ddc::detail::TypeSeq > OldIndices, misc::Specialization< ddc::detail::TypeSeq > NewIndices, misc::Specialization< Tensor > Tensor>
constexpr relabelize_indices_of_t< Tensor, OldIndices, NewIndices >	relabelize_indices_of (Tensor tensor)

template<class ElementType , class SupportType , class Allocator >
	Tensor (ddc::Chunk< ElementType, SupportType, Allocator >) -> Tensor< ElementType, SupportType, Kokkos::layout_right, typename Allocator::memory_space >

template<class ElementType , class SupportType , class LayoutStridedPolicy , class MemorySpace >
	Tensor (ddc::ChunkSpan< ElementType, SupportType, LayoutStridedPolicy, MemorySpace >) -> Tensor< ElementType, SupportType, LayoutStridedPolicy, MemorySpace >

template<misc::Specialization< ddc::DiscreteDomain > Dom1, misc::Specialization< ddc::DiscreteDomain > Dom2>
natural_tensor_prod_domain_t< Dom1, Dom2 >	natural_tensor_prod_domain (Dom1 dom1, Dom2 dom2)

template<TensorNatIndex... ProdDDim, TensorNatIndex... DDim1, TensorNatIndex... DDim2, class ElementType , class LayoutStridedPolicy , class MemorySpace >
Tensor< ElementType, ddc::DiscreteDomain< ProdDDim... >, LayoutStridedPolicy, MemorySpace >	tensor_prod (Tensor< ElementType, ddc::DiscreteDomain< ProdDDim... >, LayoutStridedPolicy, MemorySpace > prod_tensor, Tensor< ElementType, ddc::DiscreteDomain< DDim1... >, LayoutStridedPolicy, MemorySpace > tensor1, Tensor< ElementType, ddc::DiscreteDomain< DDim2... >, LayoutStridedPolicy, MemorySpace > tensor2)

template<misc::Specialization< Tensor > TensorType>
std::ostream &	operator<< (std::ostream &os, TensorType const &tensor)

template<class ProdDDims , class Indices1 , class Indices2 >
constexpr void	check_tensors_compatibility ()

template<class... ProdDDim, class... Index1, class... Index2, class ElementType , class LayoutStridedPolicy , class MemorySpace > requires ( ((!TensorNatIndex<ProdDDim> \|\| ...) \|\| (!TensorNatIndex<Index2> \|\| ...) \|\| (!TensorNatIndex<Index1> \|\| ...)) )
Tensor< ElementType, ddc::DiscreteDomain< ProdDDim... >, LayoutStridedPolicy, MemorySpace > KOKKOS_FUNCTION	tensor_prod (Tensor< ElementType, ddc::DiscreteDomain< ProdDDim... >, LayoutStridedPolicy, MemorySpace > prod_tensor, Tensor< ElementType, ddc::DiscreteDomain< Index1... >, LayoutStridedPolicy, MemorySpace > tensor1, Tensor< ElementType, ddc::DiscreteDomain< Index2... >, LayoutStridedPolicy, MemorySpace > tensor2)

template<class YoungTableauIndex , class... Id>
tensor::Tensor< double, ddc::DiscreteDomain< YoungTableauIndex >, Kokkos::layout_right, Kokkos::DefaultHostExecutionSpace::memory_space >	compress (tensor::Tensor< double, ddc::DiscreteDomain< YoungTableauIndex >, Kokkos::layout_right, Kokkos::DefaultHostExecutionSpace::memory_space > compressed, tensor::Tensor< double, ddc::DiscreteDomain< Id... >, Kokkos::layout_right, Kokkos::DefaultHostExecutionSpace::memory_space > tensor)

template<class YoungTableauIndex , class... Id>
tensor::Tensor< double, ddc::DiscreteDomain< Id... >, Kokkos::layout_right, Kokkos::DefaultHostExecutionSpace::memory_space >	uncompress (tensor::Tensor< double, ddc::DiscreteDomain< Id... >, Kokkos::layout_right, Kokkos::DefaultHostExecutionSpace::memory_space > uncompressed, tensor::Tensor< double, ddc::DiscreteDomain< YoungTableauIndex >, Kokkos::layout_right, Kokkos::DefaultHostExecutionSpace::memory_space > tensor)

Variables
template<class T >
bool constexpr	is_covariant_v = detail::IsCovariant<T>::value

template<misc::Specialization< ddc::detail::TypeSeq > Seq>
bool constexpr	are_covariant_v = detail::AreCovariant<Seq>::value

template<class T >
bool constexpr	is_contravariant_v = detail::IsContravariant<T>::value

template<misc::Specialization< ddc::detail::TypeSeq > Seq>
bool constexpr	are_contravariant_v = detail::AreContravariant<Seq>::value

template<class T1 , class T2 >
constexpr bool	is_same_character_v = detail::IsSameCharacter<T1, T2>::value

template<class T1 , class T2 >
constexpr bool	are_same_characters_v = detail::AreSameCharacters<T1, T2>::value

template<class T1 , class T2 >
constexpr bool	are_different_characters_v = detail::AreDifferentCharacters<T1, T2>::value

Class Documentation

◆ sil::tensor::ContravariantCharacter

struct sil::tensor::ContravariantCharacter

Definition at line 21 of file character.hpp.

Collaboration diagram for sil::tensor::ContravariantCharacter:

◆ sil::tensor::CovariantCharacter

struct sil::tensor::CovariantCharacter

Definition at line 17 of file character.hpp.

Collaboration diagram for sil::tensor::CovariantCharacter:

◆ sil::tensor::Dummy

struct sil::tensor::Dummy

template<std::size_t I>
struct sil::tensor::Dummy< I >

Definition at line 17 of file dummy_index.hpp.

Collaboration diagram for sil::tensor::Dummy< I >:

Typedef Documentation

◆ to_tensor_antisymmetric_index_t

template<class T >

using sil::tensor::to_tensor_antisymmetric_index_t = typename detail::ToTensorAntisymmetricIndex<T>::type

Definition at line 222 of file antisymmetric_tensor.hpp.

◆ lower_t

template<class T >

using sil::tensor::lower_t = detail::Lower<T>::type

Definition at line 80 of file character.hpp.

◆ upper_t

template<class T >

using sil::tensor::upper_t = detail::Upper<T>::type

Definition at line 108 of file character.hpp.

◆ swap_character_t

template<class T >

using sil::tensor::swap_character_t = detail::SwapCharacter<T>::type

Definition at line 136 of file character.hpp.

◆ uncharacterize_t

template<class Index >

using sil::tensor::uncharacterize_t = detail::Uncharacterize<Index>::type

Definition at line 174 of file character.hpp.

◆ uncharacterize_tensor_t

template<misc::Specialization< Tensor > TensorType>

using sil::tensor::uncharacterize_tensor_t

Initial value:

 relabelize_indices_of_t<
        TensorType,
        ddc::to_type_seq_t<typename TensorType::accessor_t::natural_domain_t>,
        uncharacterize_t<ddc::to_type_seq_t<typename TensorType::accessor_t::natural_domain_t>>>

Definition at line 179 of file character.hpp.

◆ dummy_index_t

template<std::size_t Dimension, std::size_t Rank>

using sil::tensor::dummy_index_t

Initial value:

detail::

DummyIndex<std::make_index_sequence<Dimension>, std::make_index_sequence<Rank>>::type

Definition at line 48 of file dummy_index.hpp.

◆ metric_index_1

template<class MetricIndex >

using sil::tensor::metric_index_1 = ddc::type_seq_element_t<0, ddc::to_type_seq_t<typename MetricIndex::subindices_domain_t>>

Definition at line 34 of file metric.hpp.

◆ metric_index_2

template<class MetricIndex >

using sil::tensor::metric_index_2 = ddc::type_seq_element_t<1, ddc::to_type_seq_t<typename MetricIndex::subindices_domain_t>>

Definition at line 42 of file metric.hpp.

◆ relabelize_metric_in_domain_t

template<misc::Specialization< ddc::DiscreteDomain > Dom, TensorNatIndex Index1, TensorNatIndex Index2>

using sil::tensor::relabelize_metric_in_domain_t

Initial value:

 relabelize_indices_in_t<
        Dom,
        ddc::detail::TypeSeq<
                typename detail::ConvertTypeSeqToMetricIndex1<
                        typename Index1::type_seq_dimensions>::type,
                typename detail::ConvertTypeSeqToMetricIndex2<
                        typename Index2::type_seq_dimensions>::type>,
        ddc::detail::TypeSeq<uncharacterize_t<Index1>, uncharacterize_t<Index2>>>

Definition at line 71 of file metric.hpp.

◆ relabelize_metric_t

template<misc::Specialization< Tensor > TensorType, TensorNatIndex Index1, TensorNatIndex Index2>

using sil::tensor::relabelize_metric_t

Initial value:

 relabelize_indices_of_t<
        TensorType,
        ddc::detail::TypeSeq<
                typename detail::ConvertTypeSeqToMetricIndex1<
                        typename Index1::type_seq_dimensions>::type,
                typename detail::ConvertTypeSeqToMetricIndex2<
                        typename Index2::type_seq_dimensions>::type>,
        ddc::detail::TypeSeq<uncharacterize_t<Index1>, uncharacterize_t<Index2>>>

Definition at line 94 of file metric.hpp.

◆ metric_prod_domain_t

template<TensorIndex MetricIndex, misc::Specialization< ddc::detail::TypeSeq > Indices1, misc::Specialization< ddc::detail::TypeSeq > Indices2>

using sil::tensor::metric_prod_domain_t

Initial value:

typename detail::MetricProdDomainType<MetricIndex, Indices1, Indices2>::type

Definition at line 142 of file metric.hpp.

◆ metric_prod_t

template<misc::Specialization< ddc::DiscreteDomain > NonMetricDom, TensorIndex MetricIndex, misc::Specialization< ddc::detail::TypeSeq > Indices1, misc::Specialization< ddc::detail::TypeSeq > Indices2, class LayoutStridedPolicy , class MemorySpace >

using sil::tensor::metric_prod_t

Initial value:

 typename detail::MetricProdType<
        NonMetricDom,
        MetricIndex,
        Indices1,
        Indices2,
        LayoutStridedPolicy,
        MemorySpace>::type

Definition at line 193 of file metric.hpp.

◆ invert_metric_t

template<misc::Specialization< Tensor > MetricType>

using sil::tensor::invert_metric_t

Initial value:

 relabelize_indices_of_t<
        MetricType,
        ddc::to_type_seq_t<typename MetricType::accessor_t::natural_domain_t>,
        swap_character_t<ddc::to_type_seq_t<typename MetricType::accessor_t::natural_domain_t>>>

Definition at line 394 of file metric.hpp.

◆ second

template<TensorNatIndex Index>

using sil::tensor::second = prime<Index, 2>

Definition at line 22 of file prime.hpp.

◆ primes

template<misc::Specialization< ddc::detail::TypeSeq > Indices, std::size_t I = 1>

using sil::tensor::primes = detail::Primes<Indices, I>::type

Definition at line 50 of file prime.hpp.

◆ seconds

template<misc::Specialization< ddc::detail::TypeSeq > Indices>

using sil::tensor::seconds = primes<Indices, 2>

Definition at line 53 of file prime.hpp.

◆ relabelize_index_in_t

template<class T , TensorIndex OldIndex, TensorIndex NewIndex>

using sil::tensor::relabelize_index_in_t = detail::RelabelizeIndexInType<T, OldIndex, NewIndex>::type

Definition at line 53 of file relabelization.hpp.

◆ relabelize_index_of_t

template<misc::Specialization< Tensor > TensorType, TensorIndex OldIndex, TensorIndex NewIndex>

using sil::tensor::relabelize_index_of_t = detail::RelabelizeIndexOfType<TensorType, OldIndex, NewIndex>::type

Definition at line 119 of file relabelization.hpp.

◆ relabelize_indices_in_t

template<class T , class OldIndices , class NewIndices >

using sil::tensor::relabelize_indices_in_t

Initial value:

typename detail::RelabelizeIndicesInType<T, OldIndices, NewIndices>::type

Definition at line 217 of file relabelization.hpp.

◆ relabelize_indices_of_t

template<misc::Specialization< Tensor > TensorType, misc::Specialization< ddc::detail::TypeSeq > OldIndices, misc::Specialization< ddc::detail::TypeSeq > NewIndices>

using sil::tensor::relabelize_indices_of_t = detail::RelabelizeIndicesOfType<TensorType, OldIndices, NewIndices>::type

Definition at line 357 of file relabelization.hpp.

◆ natural_domain_t

template<TensorIndex Index>

using sil::tensor::natural_domain_t = typename detail::NaturalDomainType<Index>::type

Definition at line 141 of file tensor_impl.hpp.

◆ tensor_accessor_for_domain_t

template<misc::Specialization< ddc::DiscreteDomain > Dom>

using sil::tensor::tensor_accessor_for_domain_t = detail::TensorAccessorForDomain<Dom>::type

Definition at line 330 of file tensor_impl.hpp.

◆ natural_tensor_prod_domain_t

template<misc::Specialization< ddc::DiscreteDomain > Dom1, misc::Specialization< ddc::DiscreteDomain > Dom2>

using sil::tensor::natural_tensor_prod_domain_t = detail::NaturalTensorProdDomain<Dom1, Dom2>::type

Definition at line 797 of file tensor_impl.hpp.

◆ subindices_domain_t

template<class T >

using sil::tensor::subindices_domain_t = detail::SubindicesDomain<T>::type

Definition at line 41 of file tensor_prod.hpp.

Function Documentation

◆ uncharacterize_tensor()

template<misc::Specialization< Tensor > TensorType>

uncharacterize_tensor_t< TensorType > sil::tensor::uncharacterize_tensor ( TensorType tensor )

constexpr

Definition at line 185 of file character.hpp.

◆ determinant() [1/2]

template<misc::Specialization< Kokkos::View > ViewType>

KOKKOS_FUNCTION ViewType::value_type sil::tensor::determinant ( const ViewType & matrix )

Definition at line 18 of file determinant.hpp.

◆ determinant() [2/2]

template<misc::Specialization< Tensor > TensorType>

TensorType::element_type sil::tensor::determinant ( TensorType tensor )

Definition at line 73 of file determinant.hpp.

◆ relabelize_metric_in_domain()

template<TensorNatIndex Index1, TensorNatIndex Index2, class Dom >

relabelize_metric_in_domain_t< Dom, Index1, Index2 > sil::tensor::relabelize_metric_in_domain ( Dom metric_dom )

constexpr

Definition at line 81 of file metric.hpp.

◆ relabelize_metric()

template<TensorNatIndex Index1, TensorNatIndex Index2, misc::Specialization< Tensor > TensorType>

relabelize_metric_t< TensorType, Index1, Index2 > sil::tensor::relabelize_metric ( TensorType tensor )

constexpr

Definition at line 104 of file metric.hpp.

◆ fill_metric_prod()

template<TensorIndex MetricIndex, misc::Specialization< ddc::detail::TypeSeq > Indices1, misc::Specialization< ddc::detail::TypeSeq > Indices2, misc::Specialization< Tensor > MetricType, class ExecSpace >

metric_prod_t< typename MetricType::non_indices_domain_t, MetricIndex, Indices1, Indices2, typename MetricType::layout_type, typename MetricType::memory_space > sil::tensor::fill_metric_prod	(	ExecSpace const &	exec_space,
		metric_prod_t< typename MetricType::non_indices_domain_t, MetricIndex, Indices1, Indices2, typename MetricType::layout_type, typename MetricType::memory_space >	metric_prod,
		MetricType	metric )

Definition at line 283 of file metric.hpp.

◆ inplace_apply_metric() [1/2]

template<misc::Specialization< Tensor > MetricType, misc::Specialization< Tensor > TensorType, class ExecSpace >

relabelize_indices_of_t< TensorType, swap_character_t< detail::non_primes< typename MetricType::accessor_t::natural_domain_t > >, detail::non_primes< typename MetricType::accessor_t::natural_domain_t > > sil::tensor::inplace_apply_metric	(	ExecSpace const &	exec_space,
		TensorType	tensor,
		MetricType	metric_prod )

Definition at line 321 of file metric.hpp.

◆ inplace_apply_metric() [2/2]

template<TensorIndex MetricIndex, TensorNatIndex... Index1, misc::Specialization< Tensor > MetricType, misc::Specialization< Tensor > TensorType, class ExecSpace >

relabelize_indices_of_t< TensorType, swap_character_t< ddc::detail::TypeSeq< Index1... > >, ddc::detail::TypeSeq< Index1... > > sil::tensor::inplace_apply_metric	(	ExecSpace const &	exec_space,
		TensorType	tensor,
		MetricType	metric )

Definition at line 366 of file metric.hpp.

◆ fill_inverse_metric()

template<TensorIndex MetricIndex, misc::Specialization< Tensor > MetricType, class ExecSpace >

invert_metric_t< MetricType > sil::tensor::fill_inverse_metric	(	ExecSpace const &	exec_space,
		invert_metric_t< MetricType >	inv_metric,
		MetricType	metric )

Definition at line 401 of file metric.hpp.

◆ relabelize_index_in()

template<class OldIndex , class NewIndex , class T >

relabelize_index_in_t< T, OldIndex, NewIndex > sil::tensor::relabelize_index_in ( T t )

constexpr

Definition at line 88 of file relabelization.hpp.

◆ relabelize_index_of()

template<TensorIndex OldIndex, TensorIndex NewIndex, class ElementType , class... DDim, class LayoutStridedPolicy , class MemorySpace >

relabelize_index_of_t< Tensor< ElementType, ddc::DiscreteDomain< DDim... >, LayoutStridedPolicy, MemorySpace >, OldIndex, NewIndex > sil::tensor::relabelize_index_of ( Tensor< ElementType, ddc::DiscreteDomain< DDim... >, LayoutStridedPolicy, MemorySpace > old_tensor )

constexpr

Definition at line 132 of file relabelization.hpp.

◆ relabelize_indices_in()

template<class OldIndices , class NewIndices , class T >

relabelize_indices_in_t< T, OldIndices, NewIndices > sil::tensor::relabelize_indices_in ( T t )

constexpr

Definition at line 268 of file relabelization.hpp.

◆ relabelize_indices_of()

template<misc::Specialization< ddc::detail::TypeSeq > OldIndices, misc::Specialization< ddc::detail::TypeSeq > NewIndices, misc::Specialization< Tensor > Tensor>

relabelize_indices_of_t< Tensor, OldIndices, NewIndices > sil::tensor::relabelize_indices_of ( Tensor tensor )

constexpr

Definition at line 363 of file relabelization.hpp.

◆ Tensor() [1/2]

template<class ElementType , class SupportType , class Allocator >

sil::tensor::Tensor ( ddc::Chunk< ElementType, SupportType, Allocator > ) -> Tensor< ElementType, SupportType, Kokkos::layout_right, typename Allocator::memory_space >

◆ Tensor() [2/2]

template<class ElementType , class SupportType , class LayoutStridedPolicy , class MemorySpace >

sil::tensor::Tensor ( ddc::ChunkSpan< ElementType, SupportType, LayoutStridedPolicy, MemorySpace > ) -> Tensor< ElementType, SupportType, LayoutStridedPolicy, MemorySpace >

◆ natural_tensor_prod_domain()

template<misc::Specialization< ddc::DiscreteDomain > Dom1, misc::Specialization< ddc::DiscreteDomain > Dom2>

natural_tensor_prod_domain_t< Dom1, Dom2 > sil::tensor::natural_tensor_prod_domain	(	Dom1	dom1,
		Dom2	dom2 )

Definition at line 802 of file tensor_impl.hpp.

◆ tensor_prod() [1/2]

template<TensorNatIndex... ProdDDim, TensorNatIndex... DDim1, TensorNatIndex... DDim2, class ElementType , class LayoutStridedPolicy , class MemorySpace >

Tensor< ElementType, ddc::DiscreteDomain< ProdDDim... >, LayoutStridedPolicy, MemorySpace > sil::tensor::tensor_prod	(	Tensor< ElementType, ddc::DiscreteDomain< ProdDDim... >, LayoutStridedPolicy, MemorySpace >	prod_tensor,
		Tensor< ElementType, ddc::DiscreteDomain< DDim1... >, LayoutStridedPolicy, MemorySpace >	tensor1,
		Tensor< ElementType, ddc::DiscreteDomain< DDim2... >, LayoutStridedPolicy, MemorySpace >	tensor2 )

Definition at line 863 of file tensor_impl.hpp.

◆ operator<<()

template<misc::Specialization< Tensor > TensorType>

std::ostream & sil::tensor::operator<<	(	std::ostream &	os,
		TensorType const &	tensor )

Definition at line 947 of file tensor_impl.hpp.

◆ check_tensors_compatibility()

template<class ProdDDims , class Indices1 , class Indices2 >

void sil::tensor::check_tensors_compatibility ( )

constexpr

Definition at line 91 of file tensor_prod.hpp.

◆ tensor_prod() [2/2]

template<class... ProdDDim, class... Index1, class... Index2, class ElementType , class LayoutStridedPolicy , class MemorySpace >
requires ( ((!TensorNatIndex<ProdDDim> || ...) || (!TensorNatIndex<Index2> || ...) || (!TensorNatIndex<Index1> || ...)) )

Tensor< ElementType, ddc::DiscreteDomain< ProdDDim... >, LayoutStridedPolicy, MemorySpace > KOKKOS_FUNCTION sil::tensor::tensor_prod	(	Tensor< ElementType, ddc::DiscreteDomain< ProdDDim... >, LayoutStridedPolicy, MemorySpace >	prod_tensor,
		Tensor< ElementType, ddc::DiscreteDomain< Index1... >, LayoutStridedPolicy, MemorySpace >	tensor1,
		Tensor< ElementType, ddc::DiscreteDomain< Index2... >, LayoutStridedPolicy, MemorySpace >	tensor2 )

Definition at line 182 of file tensor_prod.hpp.

◆ compress()

template<class YoungTableauIndex , class... Id>

tensor::Tensor< double, ddc::DiscreteDomain< YoungTableauIndex >, Kokkos::layout_right, Kokkos::DefaultHostExecutionSpace::memory_space > sil::tensor::compress	(	tensor::Tensor< double, ddc::DiscreteDomain< YoungTableauIndex >, Kokkos::layout_right, Kokkos::DefaultHostExecutionSpace::memory_space >	compressed,
		tensor::Tensor< double, ddc::DiscreteDomain< Id... >, Kokkos::layout_right, Kokkos::DefaultHostExecutionSpace::memory_space >	tensor )

Definition at line 136 of file young_tableau_tensor.hpp.

◆ uncompress()

template<class YoungTableauIndex , class... Id>

tensor::Tensor< double, ddc::DiscreteDomain< Id... >, Kokkos::layout_right, Kokkos::DefaultHostExecutionSpace::memory_space > sil::tensor::uncompress	(	tensor::Tensor< double, ddc::DiscreteDomain< Id... >, Kokkos::layout_right, Kokkos::DefaultHostExecutionSpace::memory_space >	uncompressed,
		tensor::Tensor< double, ddc::DiscreteDomain< YoungTableauIndex >, Kokkos::layout_right, Kokkos::DefaultHostExecutionSpace::memory_space >	tensor )

Definition at line 160 of file young_tableau_tensor.hpp.

Variable Documentation

◆ is_covariant_v

template<class T >

bool constexpr sil::tensor::is_covariant_v = detail::IsCovariant<T>::value

constexpr

Definition at line 214 of file character.hpp.

◆ are_covariant_v

template<misc::Specialization< ddc::detail::TypeSeq > Seq>

bool constexpr sil::tensor::are_covariant_v = detail::AreCovariant<Seq>::value

constexpr

Definition at line 230 of file character.hpp.

◆ is_contravariant_v

template<class T >

bool constexpr sil::tensor::is_contravariant_v = detail::IsContravariant<T>::value

constexpr

Definition at line 253 of file character.hpp.

◆ are_contravariant_v

template<misc::Specialization< ddc::detail::TypeSeq > Seq>

bool constexpr sil::tensor::are_contravariant_v = detail::AreContravariant<Seq>::value

constexpr

Definition at line 269 of file character.hpp.

◆ is_same_character_v

template<class T1 , class T2 >

bool sil::tensor::is_same_character_v = detail::IsSameCharacter<T1, T2>::value

constexpr

Definition at line 304 of file character.hpp.

◆ are_same_characters_v

template<class T1 , class T2 >

bool sil::tensor::are_same_characters_v = detail::AreSameCharacters<T1, T2>::value

constexpr

Definition at line 327 of file character.hpp.

◆ are_different_characters_v

template<class T1 , class T2 >

bool sil::tensor::are_different_characters_v = detail::AreDifferentCharacters<T1, T2>::value

constexpr

Definition at line 357 of file character.hpp.

Classes

Concepts

Typedefs

Functions

Variables

Class Documentation

◆ sil::tensor::ContravariantCharacter

◆ sil::tensor::CovariantCharacter

◆ sil::tensor::Dummy

Typedef Documentation

◆ to_tensor_antisymmetric_index_t

◆ lower_t

◆ upper_t

◆ swap_character_t

◆ uncharacterize_t

◆ uncharacterize_tensor_t

◆ dummy_index_t

◆ metric_index_1

◆ metric_index_2

◆ relabelize_metric_in_domain_t

◆ relabelize_metric_t

◆ metric_prod_domain_t

◆ metric_prod_t

◆ invert_metric_t

◆ second

◆ primes

◆ seconds

◆ relabelize_index_in_t

◆ relabelize_index_of_t

◆ relabelize_indices_in_t

◆ relabelize_indices_of_t

◆ natural_domain_t

◆ tensor_accessor_for_domain_t

◆ natural_tensor_prod_domain_t

◆ subindices_domain_t

Function Documentation

◆ uncharacterize_tensor()

◆ determinant() [1/2]

◆ determinant() [2/2]

◆ relabelize_metric_in_domain()

◆ relabelize_metric()

◆ fill_metric_prod()

◆ inplace_apply_metric() [1/2]

◆ inplace_apply_metric() [2/2]

◆ fill_inverse_metric()

◆ relabelize_index_in()

◆ relabelize_index_of()

◆ relabelize_indices_in()

◆ relabelize_indices_of()

◆ Tensor() [1/2]

◆ Tensor() [2/2]

◆ natural_tensor_prod_domain()

◆ tensor_prod() [1/2]

◆ operator<<()

◆ check_tensors_compatibility()

◆ tensor_prod() [2/2]

◆ compress()

◆ uncompress()

Variable Documentation

◆ is_covariant_v

◆ are_covariant_v

◆ is_contravariant_v

◆ are_contravariant_v

◆ is_same_character_v

◆ are_same_characters_v

◆ are_different_characters_v