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Verified Commit 6e111403 authored by Johannes Pfeifer's avatar Johannes Pfeifer Committed by Stéphane Adjemian
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dr.tex: update footnote 

Related to Dynare/dynare#7

(cherry picked from commit 35b2a24c)
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...@@ -62,12 +62,8 @@ detail the algorithm implemented in Dynare for computing the first order ...@@ -62,12 +62,8 @@ detail the algorithm implemented in Dynare for computing the first order
approximated solution of nonlinear rational expectations models.\footnote{This approximated solution of nonlinear rational expectations models.\footnote{This
algorithm is available using the \texttt{stoch\_simul} command of Dynare. The algorithm is available using the \texttt{stoch\_simul} command of Dynare. The
original implementation of this algorithm was done by Michel Juillard, using original implementation of this algorithm was done by Michel Juillard, using
MATLAB, and is available in the \texttt{matlab/dr1.m} file which is MATLAB, and is available in the \texttt{matlab/dyn\_first\_order\_solver.m} file which is
distributed with Dynare. Another implementation was done by the author, in distributed with Dynare.}
C++, in the \texttt{DecisionRules} class, in the
\texttt{mex/sources/estimation} directory of the source tree. The notations
used in the present paper are closer to the C++ implementation than to the
MATLAB implementation.}
This algorithm is based on a generalized Schur decomposition---also known as This algorithm is based on a generalized Schur decomposition---also known as
the QZ decomposition---and is therefore essentially a variation on the the QZ decomposition---and is therefore essentially a variation on the
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