Here is a list of all class members with links to the classes they belong to:

- n -

• n() : Xped::FermionBase< Symmetry_ >, Xped::SpinBase< Symmetry_, order >
• N : Xped::Sym::SUN< N_, Kind, Scalar_ >, Xped::util::Permutation
• n_1s() : Xped::Fermion< Symmetry_ >, Xped::Fermion< Sym::Combined< Sym::SU2< Sym::SpinSU2 >, Sym::SU2< Sym::SpinSU2 >, Symmetry_ > >, Xped::Fermion< Sym::Combined< Sym::SU2< Sym::SpinSU2 >, Symmetry_ > >
• n_1s_ : Xped::Fermion< Symmetry_ >, Xped::Fermion< Sym::Combined< Sym::SU2< Sym::SpinSU2 >, Sym::SU2< Sym::SpinSU2 >, Symmetry_ > >, Xped::Fermion< Sym::Combined< Sym::SU2< Sym::SpinSU2 >, Symmetry_ > >, Xped::Spin< Symmetry_, spin_index >
• N_sites : Xped::Mps< Scalar_, Symmetry_ >
• name() : Xped::AdjointOp< XprType >, Xped::ArrayTensorLib, Xped::BlockUnaryOp< XprType >, Xped::CoeffBinaryOp< XprTypeLeft, XprTypeRight >, Xped::CoeffUnaryOp< XprType, ReturnScalar >, Xped::CyclopsTensorLib, Xped::DiagCoeffBinaryOp< XprTypeLeft, XprTypeRight >, Xped::DiagCoeffUnaryOp< XprType >, Xped::EigenTensorLib, Xped::ObservableBase, Xped::Sym::AltSpinSU2, Xped::Sym::ChargeDn, Xped::Sym::ChargeSU2, Xped::Sym::ChargeU1, Xped::Sym::ChargeUp, Xped::Sym::ChargeZ2, Xped::Sym::FChargeSU2, Xped::Sym::FChargeU1, Xped::Sym::S1xS2< S1_, S2_ >, Xped::Sym::SpinSU2, Xped::Sym::SpinU1, Xped::Sym::SU2< Kind, Scalar_ >, Xped::Sym::SUN< N_, Kind, Scalar_ >, Xped::Sym::U0< Scalar_ >, Xped::Sym::U1< Kind, Scalar_ >, Xped::Sym::ZN< Kind, N, Scalar_ >, Xped::Tensor< Scalar_, Rank, CoRank, Symmetry_, false, AllocationPolicy_ >, Xped::Tensor< Scalar_, Rank, CoRank, Symmetry_, true, AllocationPolicy_ >
• ndn_1s_ : Xped::Fermion< Symmetry_ >
• nh() : Xped::FermionBase< Symmetry_ >
• nh_1s() : Xped::Fermion< Symmetry_ >, Xped::Fermion< Sym::Combined< Sym::SU2< Sym::SpinSU2 >, Sym::SU2< Sym::SpinSU2 >, Symmetry_ > >, Xped::Fermion< Sym::Combined< Sym::SU2< Sym::SpinSU2 >, Symmetry_ > >
• NO_CHARGE_SYM() : Xped::Sym::S1xS2< S1_, S2_ >, Xped::Sym::SU2< Kind, Scalar_ >, Xped::Sym::SUN< N_, Kind, Scalar_ >, Xped::Sym::U0< Scalar_ >, Xped::Sym::U1< Kind, Scalar_ >, Xped::Sym::ZN< Kind, N, Scalar_ >
• NO_SPIN_SYM() : Xped::Sym::S1xS2< S1_, S2_ >, Xped::Sym::SU2< Kind, Scalar_ >, Xped::Sym::SUN< N_, Kind, Scalar_ >, Xped::Sym::U0< Scalar_ >, Xped::Sym::U1< Kind, Scalar_ >, Xped::Sym::ZN< Kind, N, Scalar_ >
• NON_ABELIAN : Xped::Sym::S1xS2< S1_, S2_ >, Xped::Sym::SU2< Kind, Scalar_ >, Xped::Sym::SUN< N_, Kind, Scalar_ >, Xped::Sym::U0< Scalar_ >, Xped::Sym::U1< Kind, Scalar_ >, Xped::Sym::ZN< Kind, N, Scalar_ >
• NORM : Xped::Opts::Bench
• norm() : Xped::SiteOperator< Scalar_, Symmetry_ >, Xped::Tensor< Scalar_, Rank, CoRank, Symmetry_, true, AllocationPolicy_ >, Xped::TensorBase< Derived >
• NOT_PRESENT() : Xped::Qbasis< Symmetry, depth, AllocationPolicy >
• np : Xped::mpi::XpedWorld
• Nq : Xped::Mps< Scalar_, Symmetry_ >, Xped::Qbasis< Symmetry, depth, AllocationPolicy >, Xped::Sym::S1xS2< S1_, S2_ >, Xped::Sym::SU2< Kind, Scalar_ >, Xped::Sym::SUN< N_, Kind, Scalar_ >, Xped::Sym::SymTraits< S1xS2< S1, S2 > >, Xped::Sym::SymTraits< SU2< Kind_, Scalar__ > >, Xped::Sym::SymTraits< SUN< N, Kind_, Scalar__ > >, Xped::Sym::SymTraits< U0< Scalar__ > >, Xped::Sym::SymTraits< U1< Kind_, Scalar__ > >, Xped::Sym::SymTraits< ZN< Kind_, N_, Scalar__ > >, Xped::Sym::U0< Scalar_ >, Xped::Sym::U1< Kind, Scalar_ >, Xped::Sym::ZN< Kind, N, Scalar_ >
• ns() : Xped::FermionBase< Symmetry_ >
• ns_1s() : Xped::Fermion< Symmetry_ >, Xped::Fermion< Sym::Combined< Sym::SU2< Sym::SpinSU2 >, Sym::SU2< Sym::SpinSU2 >, Symmetry_ > >, Xped::Fermion< Sym::Combined< Sym::SU2< Sym::SpinSU2 >, Symmetry_ > >
• NumParameters() : Xped::Energy< Scalar, Symmetry, CPOpts, TRank >
• nup_1s_ : Xped::Fermion< Symmetry_ >