* VectorSlice argument. (See the
* @ref GlossGeneralizedSupport "glossary entry on generalized support points"
* for more information.) With this, one can then use the following piece of
- * code in the constructor of a class derived from FinitElement to compute the
+ * code in the constructor of a class derived from FiniteElement to compute the
* $M$ matrix:
* @code
* FullMatrix<double> M(this->dofs_per_cell, this->dofs_per_cell);
* compute part of this information as discussed above. Elements may want to
* store these update flags (or a subset of these flags) in
* InternalDataBase::update_each so they know at the time when
- * FinitElement::fill_fe_values() is called what they are supposed to
+ * FiniteElement::fill_fe_values() is called what they are supposed to
* compute
* @param[in] mapping A reference to the mapping used for computing values
* and derivatives of shape functions.
* compute part of this information as discussed above. Elements may want to
* store these update flags (or a subset of these flags) in
* InternalDataBase::update_each so they know at the time when
- * FinitElement::fill_fe_face_values() is called what they are supposed to
+ * FiniteElement::fill_fe_face_values() is called what they are supposed to
* compute
* @param[in] mapping A reference to the mapping used for computing values
* and derivatives of shape functions.
* compute part of this information as discussed above. Elements may want to
* store these update flags (or a subset of these flags) in
* InternalDataBase::update_each so they know at the time when
- * FinitElement::fill_fe_subface_values() is called what they are supposed
+ * FiniteElement::fill_fe_subface_values() is called what they are supposed
* to compute
* @param[in] mapping A reference to the mapping used for computing values
* and derivatives of shape functions.