diff --git a/dynare++/kord/first_order.cweb b/dynare++/kord/first_order.cweb index 781044000..79cb25180 100644 --- a/dynare++/kord/first_order.cweb +++ b/dynare++/kord/first_order.cweb @@ -113,12 +113,12 @@ $$ We reorder the eigenvalue pair so that $S_{ii}/T_{ii}$ with modulus less than one would be in the left-upper part. -\li The Blachard--Kahn stability argument implies that the pairs -with modulus less that one will be in and only int $S_{11}/T_{11}$. +\li The Blanchard--Kahn stability argument implies that the pairs +with modulus less that one will be in and only in $S_{11}/T_{11}$. The exploding paths will be then eliminated when $$ \left[\matrix{Z_{11}^T&Z_{21}^T\cr Z_{12}^T&Z_{22}^T}\right] -\left[\matrix{I\cr X}\right]\left[g_{y^*}^*\right]= +\left[\matrix{I\cr X}\right]= \left[\matrix{Y\cr 0}\right] $$ From this we have, $Y=Z_{11}^{-1}$, and $X=Z_{21}Y$, or equivalently