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by nullc
2067 days ago
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Meh. If you fit a model and don't explicitly constrain against "un-physical" results like negative correlations, you'll end up with them. Constraining against them won't improve your models fit (usually by definition), and it doesn't always improve robustness (at least for situations near average)-- because they're acting to debias the model in ways that you otherwise don't have enough degrees of freedom to address. A negative correlation here is also potentially historically supported, in the sense that sometimes DEM/GOP candidates are philosophically reversed in some way relevant to the state. As in, "The only way a GOP would get elected in X is if they had the DEM position on subject Y which would make them lose state Z, who cares as much about that subject as X but in the opposite direction." Now-- it doesn't seem likely case in this election (e.g. Trump is not (currently) a massively pro-choice republican), so it probably shouldn't apply here-- but it's isn't hard for me to imagine how a negative correlation might show up out of the historical data. |
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The Economist model does exactly that, and all of their correlations are positive.
I recommend reading their methodology, they know what they're doing (I wouldn't say the same about 538). Andrew Gelman has developed some of the Bayesian methods and software that people like Nate Silver use, he's the main author of what's considered a reference book on Bayesian statistics.