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Commit add31d9e authored by Maximilien Naveau's avatar Maximilien Naveau
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[doc] fix some typos

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......@@ -23,7 +23,7 @@ namespace crocoddyl {
* The subtility is in the computation of the Hessian of the cost. Let us
* consider that the ActionModel owns a cost residual. This means that the cost
* is the square of a residual \f$ l(x,u) = .5 r(x,u)**2 \f$, with
* \f$ r(x,u) \f$ being the reisual vector. Therefore the derivatives of the
* \f$ r(x,u) \f$ being the residual vector. Therefore the derivatives of the
* cost \f$ l \f$ can be expressed in function of the derivatives of the
* residuals (Jacobians), denoted by \f$ R_x \f$ and \f$ R_u \f$. Which would be:
* \f{eqnarray*}{
......@@ -51,8 +51,6 @@ class ActionModelNumDiff : public ActionModelAbstract {
* @brief Construct a new ActionModelNumDiff object
*
* @param model
* @param with_gauss_approx defines if we use the Gauss approximation of the
* cost hessian or not.
*/
explicit ActionModelNumDiff(ActionModelAbstract& model);
......
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