Optional `order` parameter omitted, to be added as needed.

* @brief Returns the number of elements in the container. * @return The number of elements in the container. */

do a raw inflate of data in hexadecimal with both inflate and inflateBack */

! @brief return the value of an iterator @pre The iterator is initialized; i.e. `m_object != nullptr`. */

* @brief Computes the length of the FE and returns it */

Computes local contributions to the mass matrix * Provides the local contributions to the mass matrix, which is defined here * as the matrix asso

@brief calls function of underlying nurbs curve. * * @param rResultGeometries list of quadrature point geometries. * @param NumberOfSha

* @brief Indicates the amount of DoFs per node (u, v, w, theta_x, theta_y, theta_z) */

* Voigt tensor size: */

Turn back information as a string.

* @brief Returns jobs parallel status * */

* It computes the unit normal of the geometry, if possible * @return The normal of the geometry */

* @return returns the polynomial degree 'p' in w direction. **/

Print object's data.

Print information about this object.

* @brief Search for the nearest point to a given point. * @param ThisPoint The point for which to find the nearest point. * @return A pointe

* Dimension of the law: */

Return the maximum size for data in the buffer.

\returns a view of the upper triangular matrix U */

\returns the number of columns (resp. rows) of the matrix if the storage order column major (resp. row major) */

Get the buffer for a single transfer, with a size.

rotate list[0..len-1] left by rot positions, in place */

\returns the number of rows of the represented matrix. */

Empty constructor.

Adds another RansFormulation to current formulation creating a list of formulations. Args: formulation (RansFormulation): Formula

* @brief Function to perform the build of the RHS. * The vector could be sized as the total number of dofs or as the number of unrestrained ones