Here is a list of all typedefs with links to the structures/unions they belong to:

- t -

• T1 : LatticeBinaryExpression< Op, _T1, _T2 >, LatticeTrinaryExpression< Op, _T1, _T2, _T3 >, LatticeUnaryExpression< Op, _T1 >
• T2 : LatticeBinaryExpression< Op, _T1, _T2 >, LatticeTrinaryExpression< Op, _T1, _T2, _T3 >
• T3 : LatticeTrinaryExpression< Op, _T1, _T2, _T3 >
• tensor_reduced : GridTypeMapper< ComplexD >, GridTypeMapper< ComplexF >, GridTypeMapper< iMatrix< T, N > >, GridTypeMapper< Integer >, GridTypeMapper< iScalar< T > >, GridTypeMapper< iVector< T, N > >, GridTypeMapper< RealD >, GridTypeMapper< RealF >, GridTypeMapper< vComplexD >, GridTypeMapper< vComplexD2 >, GridTypeMapper< vComplexF >, GridTypeMapper< vComplexH >, GridTypeMapper< vInteger >, GridTypeMapper< vRealD >, GridTypeMapper< vRealD2 >, GridTypeMapper< vRealF >, GridTypeMapper< vRealH >
• TheReader : HMC_ActionModuleFactory< str, Field, ReaderClass >, HMC_CPModuleFactory< str, ImplementationPolicy, ReaderClass >, HMC_FermionOperatorModuleFactory< str, FermionImpl, ReaderClass >, HMC_ObservablesModuleFactory< str, Field, ReaderClass >, HMC_SolverModuleFactory< str, Field, ReaderClass >, HMCRunnerModuleFactory< str, ReaderClass >
• TIMatrix : GaugeGroupTwoIndex< ncolour, S, group_name >
• TIMatrixD : GaugeGroupTwoIndex< ncolour, S, group_name >
• TIMatrixF : GaugeGroupTwoIndex< ncolour, S, group_name >
• tmp_type : GaugeUnMunger< vobj, GroupName::Sp, MatrixFormat::REDUCED, fp_fmt >, GaugeUnMunger< vobj, GroupName::SU, MatrixFormat::REDUCED, fp_fmt >
• Traits : iMatrix< vtype, N >, iScalar< vtype >, iVector< vtype, N >
• Type : ViewMapBase< T, isLattice >, ViewMapBase< T, true >
• type : getVectorType< T >, getVectorType< Lattice< T > >, Grid::is_flattenable< T, V >, Grid::is_flattenable< std::vector< T >, typename std::enable_if< is_flattenable< T >::children_flattenable >::type >, Grid::is_flattenable< T, typename std::enable_if< isGridTensor< T >::value >::type >, Grid::NestedStdVector< T, Rank >, Grid::NestedStdVector< T, 0 >, Grid::TensorToVec< T >, Grid::TensorToVec< iMatrix< T, N > >, Grid::TensorToVec< iScalar< T > >, Grid::TensorToVec< iVector< T, N > >, RealPart< T >, RealPart< complex< T > >