Finn (2000) energy model

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Finn (2000) energy model

Postby moise_nken » Mon Oct 13, 2014 3:35 pm

Hello everybody,

I am replicating the paper "Perfect Competition and the Effects of Energy Price Increases on Economic Activity", Finn (2000), and I encounter some problems. If somebody can help me it would be great. I join to this post the dynare code and the derivations. Thank you in advance.

Best,

Moïse
Attachments
ASSIGNMENT 1.pdf
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Finn(2000).mod
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Re: Finn (2000) energy model

Postby stsp » Tue Oct 14, 2014 12:49 pm

If you are more specific what the problem is, then it is more likely someone will help.

I ran your model and found out that it doesnt find a steady state. You could start with simplifying the model such that it is more easy to find the steady state. Or you might want to consider if there are infinitely many steady states. For example, price levels can be indeterminate. Then you can normalize the steady state price using the ' DYNAMIC' and ' STATIC' expressions. (I don't have that much experience myself with Dynare, but my suggestions should work :) ).
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Re: Finn (2000) energy model

Postby jpfeifer » Tue Oct 14, 2014 12:56 pm

There must be more. Using the unstable version with
Code: Select all
steady(maxit=1000);

I get a steady state, but the Blanchard-Kahn conditions are violated. Most probably a timing problem.
------------
Johannes Pfeifer
University of Cologne
https://sites.google.com/site/pfeiferecon/
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Re: Finn (2000) energy model

Postby moise_nken » Tue Oct 14, 2014 2:50 pm

@stp

My problem is that, although I verified many times my equations, I could not find a steady state. I wrote the code by linearizing the model myself and I could run the code. But I want to understand why it is not working the way I wrote, i.e in exp(.).Thank you.

@jpfeifer

Thank you. I tried to add steady(maxit=1000); but it still does not find a steady state. I really do not understand why, I have checked and recheck many times my equations. I posted my code here in case there is a mistake that i do not see. Thank you for your help.
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