symmetry Directory Reference

Directory dependency graph for symmetry:

Files
	block_key.hpp
	Defines fixed-order logical block coordinates.
	block_sector.hpp
	Defines one quantum-number sector and its degeneracy dimension.
	block_space.hpp
	Defines immutable block-structured tensor spaces and regularization helpers.
	block_tensor.hpp
	Defines the first bosonic abelian BlockTensor container.
	block_tensor_concepts.hpp
	Concepts and associated types for BlockTensor-level views.
	block_tensor_contract.hpp
	Defines local pairwise BlockTensor contraction.
	block_tensor_linear.hpp
	Defines structure-preserving linear operations on BlockTensor values.
	block_tensor_mapped_view.hpp
	Defines shared zero-copy BlockTensor axis-mapping machinery.
	block_tensor_permute.hpp
	Defines zero-copy bosonic BlockTensor factor permutations.
	block_tensor_repartition.hpp
	Defines zero-copy bosonic edge repartition views.
	block_tensor_space_traits.hpp
	Classifies tensor spaces for block-key and dense-block storage.
	block_tensor_storage.hpp
	Defines local sparse and packed-complete BlockTensor storage policies.
	block_tensor_svd.hpp
	Staged host singular value decompositions of bosonic Abelian BlockTensor values.
	dense_space.hpp
	Defines symmetry-neutral dense tensor spaces.
	dual_space.hpp
	Defines the generic categorical dual-space adaptor.
	irregular_space.hpp
	Defines immutable ordered block spaces with repeated sectors.
	local_space.hpp
	Defines immutable ordered local-state spaces.
	morphism_boundary.hpp
	Defines ordered domain and codomain space values for tensor morphisms.
	qnum.hpp
	Defines packed quantum numbers and same-symmetry quantum-number containers.
	qnum_space.hpp
	Defines single-irrep tensor spaces.
	space.hpp
	Defines the common tensor-space concepts.
	symmetry.hpp
	Defines the lightweight public handle for canonicalized direct-product symmetries.
	symmetryfactor.hpp
	Defines the internal runtime interface for concrete symmetry-factor adapters.
	symmetryimpl.hpp
	Defines the internal canonicalized representation of direct-product symmetries.
	u1.hpp
	Defines U1, the value-level quantum number type for one U(1) symmetry factor.