@@ -831,20 +831,20 @@ All these equations omit the operating points ``\mathbf{u_{op}, y_{op}, d_{op}}`
831831 ```math
832832 \b egin{aligned}
833833 \m athbf{E} &= - \b egin{bmatrix}
834- \m athbf{Ĉ^m}\m athbf{A }^{0} & \m athbf{0} & \c dots & \m athbf{0} \\
835- \m athbf{Ĉ^m}\m athbf{Â}^{1} & \m athbf{Ĉ^m}\m athbf{A }^{0} & \c dots & \m athbf{0} \\
834+ \m athbf{Ĉ^m}\m athbf{Â }^{0} & \m athbf{0} & \c dots & \m athbf{0} \\
835+ \m athbf{Ĉ^m}\m athbf{Â}^{1} & \m athbf{Ĉ^m}\m athbf{Â }^{0} & \c dots & \m athbf{0} \\
836836 \v dots & \v dots & \d dots & \v dots \\
837837 \m athbf{Ĉ^m}\m athbf{Â}^{H_e-1} & \m athbf{Ĉ^m}\m athbf{Â}^{H_e-2} & \c dots & \m athbf{0} \e nd{bmatrix} \\
838838 \m athbf{G} &= - \b egin{bmatrix}
839839 \m athbf{0} & \m athbf{0} & \c dots & \m athbf{0} \\
840- \m athbf{Ĉ^m}\m athbf{A }^{0}\m athbf{B̂_u} & \m athbf{0} & \c dots & \m athbf{0} \\
840+ \m athbf{Ĉ^m}\m athbf{Â }^{0}\m athbf{B̂_u} & \m athbf{0} & \c dots & \m athbf{0} \\
841841 \v dots & \v dots & \d dots & \v dots \\
842- \m athbf{Ĉ^m}\m athbf{A }^{H_e-2}\m athbf{B̂_u} & \m athbf{Ĉ^m}\m athbf{A }^{H_e-3}\m athbf{B̂_u} & \c dots & \m athbf{0} \e nd{bmatrix} \\
842+ \m athbf{Ĉ^m}\m athbf{Â }^{H_e-2}\m athbf{B̂_u} & \m athbf{Ĉ^m}\m athbf{Â }^{H_e-3}\m athbf{B̂_u} & \c dots & \m athbf{0} \e nd{bmatrix} \\
843843 \m athbf{J} &= - \b egin{bmatrix}
844844 \m athbf{D̂^m} & \m athbf{0} & \c dots & \m athbf{0} \\
845- \m athbf{Ĉ^m}\m athbf{A }^{0}\m athbf{B̂_d} & \m athbf{D̂^m} & \c dots & \m athbf{0} \\
845+ \m athbf{Ĉ^m}\m athbf{Â }^{0}\m athbf{B̂_d} & \m athbf{D̂^m} & \c dots & \m athbf{0} \\
846846 \v dots & \v dots & \d dots & \v dots \\
847- \m athbf{Ĉ^m}\m athbf{A }^{H_e-2}\m athbf{B̂_d} & \m athbf{Ĉ^m}\m athbf{A }^{H_e-3}\m athbf{B̂_d} & \c dots & \m athbf{D̂^m} \e nd{bmatrix}
847+ \m athbf{Ĉ^m}\m athbf{Â }^{H_e-2}\m athbf{B̂_d} & \m athbf{Ĉ^m}\m athbf{Â }^{H_e-3}\m athbf{B̂_d} & \c dots & \m athbf{D̂^m} \e nd{bmatrix}
848848 \e nd{aligned}
849849 ```
850850 for the estimation error at arrival:
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