Hi,
I am new to using Eviews. I want to fit my data to an exponential curve: y = a*e^(bx). I am running the regression using two methods:
1. MICE_1= COEF(1)*(EXP(COEF(2)*OBSERVATION))
2. LOG(MICE_1) = COEF(3) + COEF(4)*OBSERVATION
Since, both equations are the same, coef(2)=coef(4) and coef(1)= exp(coef(3))
However, I am getting different coefs. using the two equations. Can someone please explain why is this happening?
Thanks,
Abhinav
Regression help
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startz
- Non-normality and collinearity are NOT problems!
- Posts: 3798
- Joined: Wed Sep 17, 2008 2:25 pm
Re: Regression help
Remember that regression equations include error terms. The error terms here are not the same.
Re: Regression help
If I plot my data in excel and go for an exponential trendline, the coefficients of the resulting equation I get match the coefficients I get from this equation: LOG(MICE_1) = COEF(3) + COEF(4)*OBSERVATION
However, I was thinking that the exponential trendline for my data in excel (of the form y = a*e^(bx)) would be same as evaluating MICE_1= COEF(1)*(EXP(COEF(2)*OBSERVATION)) in Eviews. Why is it being evaluated differently in these two software? Any idea?
However, I was thinking that the exponential trendline for my data in excel (of the form y = a*e^(bx)) would be same as evaluating MICE_1= COEF(1)*(EXP(COEF(2)*OBSERVATION)) in Eviews. Why is it being evaluated differently in these two software? Any idea?
-
startz
- Non-normality and collinearity are NOT problems!
- Posts: 3798
- Joined: Wed Sep 17, 2008 2:25 pm
Re: Regression help
I believe that Excel takes logs.
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