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concept | FlatInterLeavedBasis |
| Concept to check if a basis uses FlatInterleaved indexing strategy.
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concept | LagrangeNode |
| Concept to check if a node in a basis tree is a Lagrangian node.
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concept | LagrangeNodeOfOrder |
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concept | FlatLexicographicBasis |
| Concept to check if a basis uses FlatLexicographic indexing strategy.
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concept | FlatIndexBasis |
| Concept to check if a basis uses FlatIndex indexing strategy.
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concept | BlockedInterLeavedBasis |
| Concept to check if a basis uses BlockedInterleaved indexing strategy.
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concept | BlockedLexicographicBasis |
| Concept to check if a basis uses BlockedLexicographic indexing strategy.
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concept | DuneLocalBasis |
| Concept to check if a local basis is a duneLocalBasis.
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concept | BlockedIndexBasis |
| Concept to check if a basis uses either BlockedLexicographic or BlockedInterleaved indexing strategy.
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concept | PathFollowingStrategy |
| Concept defining the requirements for a path-following strategy.
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concept | AdaptiveStepSizingStrategy |
| Concept to check if a type implements all the needed functions to be an adaptive step sizing method.
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concept | LinearSolverCheck |
| Concept to check if a linear solver implements all the needed functions for given vector and matrix types.
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concept | NonLinearSolverCheckForPathFollowing |
| Concept to check if a non-linear solver with its non-linear operator satisfies requirements for path following.
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concept | MultiplyAble |
| Concept defining the requirements for types that support multiplication.
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concept | AddAble |
| Concept defining the requirements for types that support addition.
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concept | SubstractAble |
| Concept defining the requirements for types that support subtraction.
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concept | MultiplyAssignAble |
| Concept defining the requirements for types that support in-place multiplication.
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concept | DivideAssignAble |
| Concept defining the requirements for types that support in-place division.
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concept | AddAssignAble |
| Concept defining the requirements for types that support in-place addition.
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concept | SubstractAssignAble |
| Concept defining the requirements for types that support in-place subtraction.
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concept | DivideAble |
| Concept defining the requirements for types that support division.
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concept | NegateAble |
| Concept defining the requirements for types that support negation.
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concept | TransposeAble |
| Concept defining the requirements for types that support transposition.
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concept | IsFunctorWithArgs |
| Concept defining the requirements for functors with arguments.
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concept | EigenVector |
| Concept defining the requirements for Eigen vectors.
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concept | EigenMatrix |
| Concept defining the requirements for Eigen matrices. This also includes Eigen vectors.
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concept | IsMaterial |
| Concept defining the requirements for a material type.
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concept | GeometricallyLinearMaterial |
| Concepts defining the requirements for a material to be geometrically linear This is the case when the corresponding strainTag is linear.
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concept | ResultType |
| A concept to check if a template type satisfies the ResultType requirements.
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concept | FlatAssembler |
| Concept representing the requirements for a FlatAssembler.A type T satisfies FlatAssembler if it provides the necessary member functions and data types for assembling sparse matrices in a flat structure.
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concept | ScalarFlatAssembler |
| Concept representing the requirements for a ScalarFlatAssembler.A type T satisfies ScalarFlatAssembler if it is a FlatAssembler and if it provides the necessary scalar() member functions.
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concept | VectorFlatAssembler |
| Concept representing the requirements for a VectorFlatAssembler.A type T satisfies VectorFlatAssembler if it is a ScalarFlatAssembler and if it provides the necessary vector() member functions.
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concept | MatrixFlatAssembler |
| Concept representing the requirements for a MatrixFlatAssembler.A type T satisfies MatrixFlatAssembler if it is a VectorFlatAssembler and if it provides the necessary matrix() member functions.
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concept | DataCollector |
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concept | GridView |
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concept | AutodiffScalar |
| Concept to check if the underlying scalar type is a dual type.
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