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

- e -

• elapsed() : Timer
• empty() : ippl::Index, ippl::NDIndex< Dim >, ippl::NDRegion, ippl::PRegion< T >
• end() : ippl::Index, ippl::NDIndex< Dim >, ippl::Vector< T, Dim >
• Environment() : ippl::mpi::Environment
• error() : ippl::mpi::Status
• EvalFunctor() : ippl::EvalFunctor< T, Dim, numElementDOFs >
• evaluate_EB() : ippl::FDTDSolverBase< EMField, SourceField, boundary_conditions >
• evaluateAx() : ippl::LagrangeSpace< T, Dim, Order, ElementType, QuadratureType, FieldLHS, FieldRHS >, ippl::NedelecSpace< T, Dim, Order, ElementType, QuadratureType, FieldType >
• evaluateAx_diag() : ippl::LagrangeSpace< T, Dim, Order, ElementType, QuadratureType, FieldLHS, FieldRHS >
• evaluateAx_inversediag() : ippl::LagrangeSpace< T, Dim, Order, ElementType, QuadratureType, FieldLHS, FieldRHS >
• evaluateAx_lift() : ippl::LagrangeSpace< T, Dim, Order, ElementType, QuadratureType, FieldLHS, FieldRHS >
• evaluateAx_lower() : ippl::LagrangeSpace< T, Dim, Order, ElementType, QuadratureType, FieldLHS, FieldRHS >
• evaluateAx_upper() : ippl::LagrangeSpace< T, Dim, Order, ElementType, QuadratureType, FieldLHS, FieldRHS >
• evaluateAx_upperlower() : ippl::LagrangeSpace< T, Dim, Order, ElementType, QuadratureType, FieldLHS, FieldRHS >
• evaluateLoadVector() : ippl::LagrangeSpace< T, Dim, Order, ElementType, QuadratureType, FieldLHS, FieldRHS >, ippl::NedelecSpace< T, Dim, Order, ElementType, QuadratureType, FieldType >
• evaluateLoadVectorFunctor() : ippl::NedelecSpace< T, Dim, Order, ElementType, QuadratureType, FieldType >
• evaluateRefElementShapeFunction() : ippl::LagrangeSpace< T, Dim, Order, ElementType, QuadratureType, FieldLHS, FieldRHS >::DeviceStruct, ippl::LagrangeSpace< T, Dim, Order, ElementType, QuadratureType, FieldLHS, FieldRHS >, ippl::NedelecSpace< T, Dim, Order, ElementType, QuadratureType, FieldType >
• evaluateRefElementShapeFunctionCurl() : ippl::NedelecSpace< T, Dim, Order, ElementType, QuadratureType, FieldType >
• evaluateRefElementShapeFunctionGradient() : ippl::LagrangeSpace< T, Dim, Order, ElementType, QuadratureType, FieldLHS, FieldRHS >
• exchangeBoundaries() : ippl::detail::HaloCells< T, Dim, ViewArgs >
• ExtrapolateFace() : ippl::ExtrapolateFace< Field >