u1u1z.h File Reference

Lattices with \( \mathbb{Z}_n \times U(1) \times U(1) \) symmetries. More...

#include "inc/mps/lattice.h"
#include "lat/mps/fermion.h"

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Namespaces
namespace	syten
	Syten namespace.
namespace	syten::MPS
	The namespace containing all MPS-related tools, classes and objects.
namespace	syten::MPS::Lat
	Contains all lattice generators.
namespace	syten::MPS::Lat::U1U1Z
	Contains all generators of lattices with \( \mathrm{U}(1) \times \mathrm{U}(1) \times \mathrm{\mathbb{Z}}_k \) symmetries.

Functions
Lattice	syten::MPS::Lat::U1U1Z::genFermiHubbard2BandKKNS (Index const numDCAsites, std::vector< Index > types=std::vector< Index >())
Lattice	syten::MPS::Lat::U1U1Z::genFermiHubbard_charge_parity (Index const length, std::vector< Index > types=std::vector< Index >())
Lattice	syten::MPS::Lat::U1U1Z::genFermiHubbard_split_2BandKKNS (Index const numDCAsites, std::vector< Index > types=std::vector< Index >())
Lattice	syten::MPS::Lat::U1U1Z::genFermiHubbard_split_charge_parity (Index const length, std::vector< Index > types=std::vector< Index >())
Lattice	syten::MPS::Lat::U1U1Z::genFermiHubbard_split_KKNS (Index const numDCAsites, std::vector< Index > types=std::vector< Index >())
Lattice	syten::MPS::Lat::U1U1Z::genFermiHubbardChargeParity (Index const length, std::vector< Index > types=std::vector< Index >())
Lattice	syten::MPS::Lat::U1U1Z::genFermiHubbardCyclic (Index const length, std::vector< Index > const &types)
	Generate a Fermi Hubbard QC lattice for a molecule with cyclic symmetry. More...
Lattice	syten::MPS::Lat::U1U1Z::genFermiHubbardKKNS (Index const numDCAsites, std::vector< Index > types=std::vector< Index >())
Lattice	syten::MPS::Lat::U1U1Z::genFermiHubbardKNS (Index const width, Index const length=1, std::vector< Index > types=std::vector< Index >())
	Generates a (possibly 2D) chain of momentum-space Fermi-Hubbard sites. More...
Lattice	syten::MPS::Lat::U1U1Z::genFermiZN (Index const length, std::vector< Index > types=std::vector< Index >())

Detailed Description

Lattices with \( \mathbb{Z}_n \times U(1) \times U(1) \) symmetries.