
Originally Posted by
Reiver
I'm well aware of the use of dummy variables in empirical research. Typically its not a problem. If we wanted to have a very simple gender control, bunging in a male dummy probably will suffice. Here, however, it ensures bias. If you look at the expression that they model you'll notice that its reliant on the right to carry effect being identical across all counties and independent of all county characteristics. Are you seriously going to suggest that those assumptions are realistic?
I am going to seriously assert that no arguments have been presented that would invalidate or present rebuttal to the study done by the University of Chicago. The claim that bias existed in the study is unsupported and no rebuttal studies have been presented to support the allegation. An allegation of inherent bias if unsupported by direct rebuttal by a compentent study remains nothing but an unsupported allegation.
The study doesn't even attempt to claim that all counties are the same but instead uses analysis of numerous counties to nullify the differences between them except as it related to concealed weapons. Random selection ensures an unbaised result albeit with a margin of error which is inherent in all statistical analysis. Statistical analysis never presents an absolute as even a 1% margin of error implies that the odds against the study results being correct are 99:1. It could be logically argued that the margin of error, inspite of the odds against it, could misrepresent reality but it takes the position of "long odds" that would have to be supported by valid argument with a statistical analysis that reflect that random chance used by a study resulted in invalid results.
So where is the statistical analysis that directly refutes the findings by the University of Chicago? I'm waiting for that and will reject any simple unsupported allegations that condemn a form of statistical analysis that has been shown to be very accurate in general usage. Prove that the analysis is in error.
Last edited by Shiva_TD; Dec 30 2011 at 06:39 AM.
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