Public Types
Flags for the sparsity pattern
enum
	Whether to assemble the pattern on the elements, i.e. whether or not pattern_volume() should be called.

enum
	Whether to assemble the pattern on the elements after the skeleton has been handled, i.e. whether or not pattern_volume_post_skeleton() should be called.

enum
	Whether to assemble the pattern on the interior intersections, i.e. whether or not pattern_skeleton() should be called.

enum
	Whether to assemble the pattern on the boundary intersections, i.e. whether or not pattern_boundary() should be called.

Flags for the non-constant part of the residual and the jacobian
enum
	Whether to call the local operator's alpha_volume(), jacobian_apply_volume() and jacobian_volume().

enum
	Whether to call the local operator's alpha_volume_post_skeleton(), jacobian_apply_volume_post_skeleton() and jacobian_volume_post_skeleton().

enum
	Whether to call the local operator's alpha_skeleton(), jacobian_apply_skeleton() and jacobian_skeleton().

enum
	Whether to call the local operator's alpha_boundary(), jacobian_apply_boundary() and jacobian_boundary().

Flags for the constant part of the residual
enum
	Whether to call the local operator's lambda_volume().

enum
	Whether to call the local operator's lambda_volume_post_skeleton().

enum
	Whether to call the local operator's lambda_skeleton().

enum
	Whether to call the local operator's lambda_boundary().

Special flags
enum
	Whether to visit the skeleton methods from both sides.

enum
	Wheter the local operator describes a linear problem.

Public Member Functions
	L2 (int intorderadd=0, double scaling=1.0)
	Constructs a new L2 operator. More...

Detailed Description

A local operator for the mass operator (L_2 integral)

\begin{align*} \int_\Omega uv dx \end{align*}

This operator also works for trees of function spaces by applying the L2 operator on the block diagonal.

Constructor & Destructor Documentation

inline

Constructs a new L2 operator.

This constructor creates a new L2 operator.

Parameters

intorderadd	By default, the operator will use the sum of the degrees of the ansatz and test space as its integration order. This parameter gets added to that value and lets you modify the default.
scaling	The output of the operator will be scaled by this value.

The documentation for this class was generated from the following file: