Search found 5 matches

by mschultz
Fri Jul 31, 2015 2:28 pm
Forum: Econometric Discussions
Topic: Demand Function Problem: Spending is I(1), Prices I(0)
Replies: 8
Views: 6047

Re: Demand Function Problem: Spending is I(1), Prices I(0)

Oh? Being vaguely okay would be a marked improvement from my current understanding. I'll continue reviewing, see what I can find about problems associated with over differencing.

Thank you!
by mschultz
Fri Jul 31, 2015 2:07 pm
Forum: Econometric Discussions
Topic: Demand Function Problem: Spending is I(1), Prices I(0)
Replies: 8
Views: 6047

Re: Demand Function Problem: Spending is I(1), Prices I(0)

The papers I am reading through are thoroughly focused upon spurious regression in the levels. My demand equation is estimated in log difference (ld) form, e.g:
ld_Expenditure = ld_Income, ld_Wealth, ld_OwnPrice, ld_SubstitutePrice

Does that change the nature of the problem?
by mschultz
Fri Jul 31, 2015 1:44 pm
Forum: Econometric Discussions
Topic: Demand Function Problem: Spending is I(1), Prices I(0)
Replies: 8
Views: 6047

Re: Demand Function Problem: Spending is I(1), Prices I(0)

Ah. Thank you for your thoughts, in any case.
by mschultz
Fri Jul 31, 2015 1:31 pm
Forum: Econometric Discussions
Topic: Demand Function Problem: Spending is I(1), Prices I(0)
Replies: 8
Views: 6047

Re: Demand Function Problem: Spending is I(1), Prices I(0)

Income and wealth are both I(1) series. My issue is with the mixing of I(1) and I(0) due to the price measures being I(0). When I was in school, it was continuously stressed that the results from a mixed order regression are not to be considered valid, hence my concerns here. I'm presently reading t...
by mschultz
Fri Jul 31, 2015 12:10 pm
Forum: Econometric Discussions
Topic: Demand Function Problem: Spending is I(1), Prices I(0)
Replies: 8
Views: 6047

Demand Function Problem: Spending is I(1), Prices I(0)

I'm estimating a demand equation of the following form, with all variables expressed as natural logarithms: Expenditure = f(Income, Wealth, Own Price, Price of Substitute) The model performs quite well, save for issues around the price variables. Regardless of the time period chosen (e.g., 1948-2014...

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