/**
- * Returns the cross-product in 2d. This is just a rotation by 90 degrees
+ * Returns the cross product in 2d. This is just a rotation by 90 degrees
* clockwise to compute the outer normal from a tangential vector. This
* function is defined for all space dimensions to allow for dimension
* independent programming (e.g. within switches over the space dimension),
/**
- * Returns the cross-product of 2 vectors in 3d. This function is defined
+ * Returns the cross product of 2 vectors in 3d. This function is defined
* for all space dimensions to allow for dimension independent programming
* (e.g. within switches over the space dimension), but may only be called
* if the actual dimension of the arguments is three (e.g. from the
* Double contract two tensors of rank 2, thus computing the Frobenius inner
* product <tt>sum<sub>i,j</sub> src1[i][j]*src2[i][j]</tt>.
*
- * @deprecated Use the double_contract function that takes indices as template
- * arguments and returns its result instead.
+ * @deprecated Use the double_contract() function that takes indices as
+ * template arguments and returns its result instead.
* @relates Tensor
*/
template <int dim, typename Number>
* <tt>src2</tt>, creating a rank-2 tensor. This is the matrix-vector product
* analog operation between tensors of rank 4 and rank 2.
*
- * @deprecated Use the double_contract function that takes indices as
+ * @deprecated Use the double_contract() function that takes indices as
* template arguments and returns its result instead.
* @relates Tensor
*/
* <tt>index2</tt> of the second tensor. Note that the number of the index
* is counted from 1 on, not from zero as usual.
*
- * @deprecated Use the contract function that takes indices as template
+ * @deprecated Use the contract() function that takes indices as template
* arguments and returns its result instead.
* @relates Tensor
*/
* performed over index <tt>index1</tt> of the first tensor. Note that the
* number of the index is counted from 1 on, not from zero as usual.
*
- * @deprecated Use the contract function that takes indices as template
+ * @deprecated Use the contract() function that takes indices as template
* arguments and returns its result instead.
* @relates Tensor
*/
* <tt>index2</tt> of the second tensor. Note that the number of the index
* is counted from 1 on, not from zero as usual.
*
- * @deprecated Use the contract function that takes indices as template
+ * @deprecated Use the contract() function that takes indices as template
* arguments and returns its result instead.
* @relates Tensor
*/
/**
- * The cross-product of one vector in 2d. This is just a rotation by 90
+ * The cross product of one vector in 2d. This is just a rotation by 90
* degrees.
*
- * @deprecated Use the function cross_product_2d that returns the value.
+ * @deprecated Use the function cross_product_2d() that returns the value.
* @relates Tensor
*/
template <int dim, typename Number>
const Tensor<1,dim,Number> &src) DEAL_II_DEPRECATED;
/**
- * The cross-product of 2 vectors in 3d.
+ * The cross product of 2 vectors in 3d.
*
- * @deprecated Use the function cross_product_3d that returns the value.
+ * @deprecated Use the function cross_product_3d() that returns the value.
* @relates Tensor
*/
template <int dim, typename Number>