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Note that the above argument has nothing to do with the probability measure; the central theme in the above argument is the hedge plan. However, if we impose a special probability measure q such that Eq[ H(T)/N(T) ] is zero, then we have: There is a number k such that for every scenario, ( P(T) + H(T) )/ N(T) = k Since k is irrelevant to the scenarios, we can take the expectation under any probability measure and get: k = E[ ( P(T) + H(T) )/ N(T) ] And under the specific probability...
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== "") $items[$name] = $price;
}
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}
function getPageSubpage($file) {
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if (file_exists($file)) {
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if...
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-----BEGIN PGP PUBLIC KEY BLOCK-----
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mQGNBGTLpdYBDAC6Rge/+5ASsiXnMyg0SihsSeSjd2FE3/O3ba8RA2eXq53clK2y
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