* is measured by the Sobolev
* space containing the
* constructed finite element
- * space and also called this way.
+ * space and is also called this
+ * way.
*
* Note that certain continuities
* may imply others. For
*/
enum Conformity
{
-/// Indicates incompatible continuities of a system.
+ /**
+ * Indicates incompatible
+ * continuities of a
+ * system.
+ */
unknown = 0x00,
-/// Discontinuous elements. See above!
+
+ /**
+ * Discontinuous
+ * elements. See above!
+ */
L2 = 0x01,
-/// Conformity with the space <i>H<sup>curl</sup></i> (continuous tangential component of a vector field)
+
+ /**
+ * Conformity with the
+ * space
+ * <i>H<sup>curl</sup></i>
+ * (continuous tangential
+ * component of a vector
+ * field)
+ */
Hcurl = 0x02,
-/// Conformity with the space <i>H<sup>div</sup></i> (continuous normal component of a vector field)
+
+ /**
+ * Conformity with the
+ * space
+ * <i>H<sup>div</sup></i>
+ * (continuous normal
+ * component of a vector
+ * field)
+ */
Hdiv = 0x04,
-/// Conformity with the space <i>H<sup>1</sup></i> (continuous)
- H1 = 0x06,
-/// Conformity with the space <i>H<sup>2</sup></i> (continuously differentiable)
+
+ /**
+ * Conformity with the
+ * space
+ * <i>H<sup>1</sup></i>
+ * (continuous)
+ */
+ H1 = Hcurl | Hdiv,
+
+ /**
+ * Conformity with the
+ * space
+ * <i>H<sup>2</sup></i>
+ * (continuously
+ * differentiable)
+ */
H2 = 0x0e
};