* @relatesalso LinearOperator
*
* Addition of two linear operators @p first_op and @p second_op given by
- * $(\text{first\_op}+\text{second\_op})x \dealcoloneq \text{first\_op}(x) +
- * \text{second\_op}(x)$
+ * $(\text{first_op}+\text{second_op})x \dealcoloneq \text{first_op}(x) +
+ * \text{second_op}(x)$
*
* @ingroup LAOperators
*/
* @relatesalso LinearOperator
*
* Subtraction of two linear operators @p first_op and @p second_op given by
- * $(\text{first\_op}-\text{second\_op})x \dealcoloneq \text{first\_op}(x) -
- * \text{second\_op}(x)$
+ * $(\text{first_op}-\text{second_op})x \dealcoloneq \text{first_op}(x) -
+ * \text{second_op}(x)$
*
* @ingroup LAOperators
*/
* @relatesalso LinearOperator
*
* Composition of two linear operators @p first_op and @p second_op given by
- * $(\text{first\_op}*\text{second\_op})x \dealcoloneq
- * \text{first\_op}(\text{second\_op}(x))$
+ * $(\text{first_op}*\text{second_op})x \dealcoloneq
+ * \text{first_op}(\text{econd_op}(x))$
*
* @ingroup LAOperators
*/