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#1
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I am not sure whether I did the right derivation -
my question is regarding the variance formula for AR(1) variance. In Venter paper, it is s^2*[1-b^(2t+1)]/(1-b^2); but I can only get s^2*[1-b^(2t)]/(1-b^2). Can anybody give it a try to either disprove or approve me? Thanks. Last edited by Shouxiaozi; 04-09-2012 at 08:41 AM.. |
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#2
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The variance of your second term is not zero.
__________________
"What do you mean I don't have the prerequisites for this class? I've failed it twice before!" |
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#3
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I would think that r_i is known, so its variance is 0.
If I use the notation from Venter Financial r_t instead of r_i+t, then the second item becomes b^t * r0. Obviously here r0 is a known amount, and its variance must be zero. Correct me if I am wrong though. |
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#4
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True, it is known after time i, but imagine doing this at time = 0.
__________________
"What do you mean I don't have the prerequisites for this class? I've failed it twice before!" |
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