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  1. Sep 17, 2020
    • Stéphane Adjemian's avatar
      Merge remote-tracking branch 'Dynare/master' into enterprise · 248ad188
      Stéphane Adjemian authored
      Fixed conflicts in:
      
       - .gitlab-ci.yml
       - matlab/dynare_config.m
       - matlab/dynare_solve.m
       - matlab/initvalf.m
       - matlab/perfect-foresight-models/make_ex_.m
       - matlab/perfect-foresight-models/perfect_foresight_setup.m
       - mex/build/matlab/Makefile.am
       - mex/build/matlab/configure.ac
       - mex/build/octave/Makefile.am
       - mex/build/octave/configure.ac
       - mex/sources/Makefile.am
       - preprocessor
       - tests/Makefile.am
      248ad188
  2. Sep 09, 2020
  3. Sep 08, 2020
  4. Sep 07, 2020
  5. Sep 04, 2020
  6. Sep 03, 2020
  7. Sep 02, 2020
  8. Sep 01, 2020
  9. Aug 05, 2020
  10. Aug 04, 2020
  11. Jul 30, 2020
  12. Jul 29, 2020
  13. Jul 28, 2020
  14. Jul 24, 2020
    • Stéphane Adjemian's avatar
      Fixed bug introduced in edede274. · 579fb9e6
      Stéphane Adjemian authored
      579fb9e6
    • Stéphane Adjemian's avatar
      Updated preprocessor submodule. · 771055c0
      Stéphane Adjemian authored
      Fixes timing of target's growth rates in the expected term of the PAC
      equation (Model Consistent Expectation). All the growth rates were
      wrongly shifted backward by one period.
      771055c0
    • Stéphane Adjemian's avatar
      Make the detection of the target in PAC equation more robust. · edede274
      Stéphane Adjemian authored
      In a PAC equation, the error correction term must be written as:
      
      β×(yₜ₋₁-xₜ₋₁)
      
      where x is the endogenous variable determined by the equation and y
      the target for x. The ordering matters, if not respected the
      preprocessor wll not identify the error correction term (hence the
      target) and will throw an error. The target must be an endogenous
      variable or the log of an endogenous variable. For a more general
      target, ie an expression, one can create an auxiliary variable.
      
      We impose the ordering, target comes first in the error correction
      term, so that the stability condition is always β>0 (this constraint
      can be enforced when estimating the PAC equation).
      edede274
  15. Jul 23, 2020
  16. Jul 22, 2020
  17. Jul 21, 2020
  18. Jul 17, 2020
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