Err ... yes. I meant to have normalized this, with each of the $\beta_i$'s divided by $\sqrt{n}$. One might expect the same thing more generally true with each multiplied by $\alpha_i$, where $\sum \alpha_i^2 = 1$. Thanks for the quick responses!
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3 | Edited a minute after I posted to remove an additional question that I want to think over more. | ||
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2 | added 24 characters in body | ||
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Err ... yes. I meant to have normalized this, with each of the $\beta_i$'s divided by $\sqrt{n}$. One might expect the same thing more generally true with each multiplied by $\alpha_i$, where $\sum \alpha_i^2 = 1$. Thanks for the quick responses! |
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Err ... yes. I meant to have normalized this, with each of the $\beta_i$'s divided by $\sqrt{n}$. One might expect the same thing more generally true with each multiplied by $\alpha_i$, where $\sum \alpha_i^2 = 1$. Thanks! |
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