Doc...

FunctionSpace/QuadNodeBasis.h

@@ -7,12 +7,11 @@
    @class QuadNodeBasis
    @brief A Node Basis for Quads
 
-   This class can instantiate a Node-Based Basis
-   (high or low order) for Quads.@n
+   This class can instantiate a Node-Based Basis (high or low order) for Quads.
 
    It uses a variation of
    <a href="http://www.hpfem.jku.at/publications/szthesis.pdf">Zaglmayr's</a>
-   Basis for @em high @em order Polynomial%s generation.@n
+   Basis for high order Polynomial%s generation.@n
 
    The following mapping has been applied to Zaglmayr's Basis for Quads:
    @li @f$x = \frac{u + 1}{2}@f$

FunctionSpace/ReferenceSpace.h

@@ -224,14 +224,14 @@ class ReferenceSpace{
    Deletes this ReferenceSpace
    **
 
-   @fn ReferenceSpace::getNReferenceSpace
-   @returns Returns the number of ABC reference spaces
+   @fn ReferenceSpace::getNOrientation
+   @returns Returns the number of orientations
    **
 
-   @fn ReferenceSpace::getReferenceSpace
+   @fn ReferenceSpace::getOrientation
    @param element A MElement
-   @returns Returns a natural number defining on which ABC space
-   the given element can be mapped
+   @returns
+   Returns a natural number defining the orientation of the given element
 
    If no space is found (e.g. the given element does not belong
    the same geometrical entity as this ReferenceSpace) an Exception is thrown

FunctionSpace/ReferenceSpaceManager.h

@@ -13,7 +13,7 @@
 
 /**
    @class ReferenceSpaceManager
-   @biref A way to handel ReferenceSpace%s
+   @brief A way to handel ReferenceSpace%s
 
    This class implements class method to handel and access ReferenceSpace%s
  */

FunctionSpace/TetEdgeBasis.h

@@ -8,11 +8,11 @@
    @brief An Edge Basis for Tetrahedra
 
    This class can instantiate an Edge-Based Basis
-   (high or low order) for Tetrahedra.@n
+   (high or low order) for Tetrahedra
 
    It uses
    <a href="http://www.hpfem.jku.at/publications/szthesis.pdf">Zaglmayr's</a>
-   Basis for @em high @em order Polynomial%s generation.@n
+   Basis for high order Polynomial%s generation.
 */
 
 class TetEdgeBasis: public BasisHierarchical1Form{

FunctionSpace/TetLagrangeBasis.h

@@ -7,8 +7,8 @@
    @class TetLagrangeBasis
    @brief Lagrange Basis for Tetrahedra
 
-   This class can instantiate a @em Lagrange @em Basis
-   for a Tetrahedron and for a given Order.@n
+   This class can instantiate a Lagrange Basis
+   for a Tetrahedron and for a given order.
 
    It uses
    <a href="http://geuz.org/gmsh/">gmsh</a> Basis.
@@ -18,8 +18,7 @@ class TetLagrangeBasis: public BasisLagrange{
  public:
   //! @param order A natural number
   //!
-  //! Returns a new TetLagrangeBasis
-  //! of the given Order
+  //! Returns a new TetLagrangeBasis of the given order
   TetLagrangeBasis(size_t order);
 
   //! Deletes this Basis

FunctionSpace/TetNodeBasis.h

@@ -8,11 +8,11 @@
    @brief A Node Basis for Tetrahedra
 
    This class can instantiate a Node-Based Basis
-   (high or low order) for Tetrahedra.@n
+   (high or low order) for Tetrahedra.
 
    It uses
    <a href="http://www.hpfem.jku.at/publications/szthesis.pdf">Zaglmayr's</a>
-   Basis for @em high @em order Polynomial%s generation.@n
+   Basis for high order Polynomial%s generation.@n
  */
 
 class TetNodeBasis: public BasisHierarchical0Form{

FunctionSpace/TriEdgeBasis.h

@@ -8,11 +8,11 @@
    @brief An Edge Basis for Triangles
 
    This class can instantiate an Edge-Based Basis
-   (high or low order) for Triangles.@n
+   (high or low order) for Triangles.
 
    It uses
    <a href="http://www.hpfem.jku.at/publications/szthesis.pdf">Zaglmayr's</a>
-   Basis for @em high @em order Polynomial%s generation.@n
+   Basis for high order Polynomial%s generation.
 */
 
 class TriEdgeBasis: public BasisHierarchical1Form{

FunctionSpace/TriLagrangeBasis.h

@@ -7,8 +7,8 @@
    @class TriLagrangeBasis
    @brief Lagrange Basis for Triangles
 
-   This class can instantiate a @em Lagrange @em Basis
-   for a Triangle and for a given Order.@n
+   This class can instantiate a Lagrange Basis
+   for a Triangle and for a given order.
 
    It uses
    <a href="http://geuz.org/gmsh/">gmsh</a> Basis.
@@ -18,8 +18,7 @@ class TriLagrangeBasis: public BasisLagrange{
  public:
   //! @param order A natural number
   //!
-  //! Returns a new TriLagrangeBasis
-  //! of the given Order
+  //! Returns a new TriLagrangeBasis of the given order
   TriLagrangeBasis(size_t order);
 
   //! Deletes this Basis

FunctionSpace/TriNedelecBasis.h

@@ -7,8 +7,7 @@
    @class TriNedelecBasis
    @brief Nedelec Basis for Triangles
 
-   This class can instantiate a Nedelec Basis
-   for Triangles.@n
+   This class can instantiate a Nedelec Basis for Triangles.
 */
 
 class TriNedelecBasis: public BasisHierarchical1Form{

FunctionSpace/TriNodeBasis.h

@@ -8,11 +8,11 @@
    @brief A Node Basis for Triangles
 
    This class can instantiate a Node-Based Basis
-   (high or low order) for Triangles.@n
+   (high or low order) for Triangles.
 
    It uses
    <a href="http://www.hpfem.jku.at/publications/szthesis.pdf">Zaglmayr's</a>
-   Basis for @em high @em order Polynomial%s generation.@n
+   Basis for high order Polynomial%s generation.
  */
 
 class TriNodeBasis: public BasisHierarchical0Form{