* @tparam dim The space dimension of the range space within which the domain
* $\Omega$ of the function lies. Consequently, the function will be
* evaluated at objects of type @p Point<dim>.
- * @tparam RangeNumberType The scalar type of the vector space that is the range
- * (or image) of this function. As discussed above, objects of the current
- * type represent functions from ${\mathbb R}^\text{dim}$ to
- * $S^{n_\text{components}}$ where $S$ is the underlying scalar type of
- * the vector space. The type of $S$ is given by the @p RangeNumberType template
- * argument.
+ * @tparam RangeNumberType The scalar type of the vector space that is
+ * the range (or image) of this function. As discussed above,
+ * objects of the current type represent functions from ${\mathbb
+ * R}^\text{dim}$ to $S^{n_\text{components}}$ where $S$ is the
+ * underlying scalar type of the vector space. The type of $S$ is
+ * given by the @p RangeNumberType template argument.
*
* @ingroup functions
*/