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Commit db008078 authored by sebastien's avatar sebastien
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dynare++: fixed typos in doc of kord library

git-svn-id: https://www.dynare.org/svn/dynare/trunk@3220 ac1d8469-bf42-47a9-8791-bf33cf982152
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...@@ -113,12 +113,12 @@ $$ ...@@ -113,12 +113,12 @@ $$
We reorder the eigenvalue pair so that $S_{ii}/T_{ii}$ with modulus We reorder the eigenvalue pair so that $S_{ii}/T_{ii}$ with modulus
less than one would be in the left-upper part. less than one would be in the left-upper part.
\li The Blachard--Kahn stability argument implies that the pairs \li The Blanchard--Kahn stability argument implies that the pairs
with modulus less that one will be in and only int $S_{11}/T_{11}$. with modulus less that one will be in and only in $S_{11}/T_{11}$.
The exploding paths will be then eliminated when 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{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] \left[\matrix{Y\cr 0}\right]
$$ $$
From this we have, $Y=Z_{11}^{-1}$, and $X=Z_{21}Y$, or equivalently From this we have, $Y=Z_{11}^{-1}$, and $X=Z_{21}Y$, or equivalently
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