Nonlinear estimation at order k authored by Sébastien Villemot's avatar Sébastien Villemot
...@@ -5,6 +5,9 @@ Dynare 4.6-unstable ...@@ -5,6 +5,9 @@ Dynare 4.6-unstable
- The perturbation method is now available at an arbitrary approximation order. In other words, the `order` option of `stoch_simul` accepts an arbitrary positive integer (of course, up to some model-specific computational limit) (see #217 for details) - The perturbation method is now available at an arbitrary approximation order. In other words, the `order` option of `stoch_simul` accepts an arbitrary positive integer (of course, up to some model-specific computational limit) (see #217 for details)
- (Nonlinear) estimation is also now available at an arbitrary approximation
order (#1673)
- Improvements to `identification` command: - Improvements to `identification` command:
- added minimal system identification check of *Komunjer and Ng (2011, Econometrica)* - added minimal system identification check of *Komunjer and Ng (2011, Econometrica)*
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