August 9th, 2005, 7:55 pm
Think about what your results would say with regular regression with one independent variable (i.e. with intercept, variable is not significant, but w/o it is).This could happen if you took some uncorrelated data and centered it on the point (10, 10). With intercept, you'd get an intercept of 10 and a slope of 0...or not significantly different than zero. Without intercept, you'd get a slope of 1 which could be statistically different than zero.Trying to choose a model that "gives significance" isn't really a good way to go about it. It reminds me of people in physics labs who would use the model (say for the time it takes for ball to roll down a slope) to adjust "poor" experimental data.Ideally, as suppiii mentions, it is best to have some economic theory to guide the form of the model. Also, as suppiii mentions, including the intercept is allowing a larger class of models...if true intercept is zero, then including it shouldn't hurt.Sometimes the insignificance is as much information as the significance. Variables that we think are important may not be.Good luck.