Is it true that: $$E_t\bigg[\dfrac{exp(f(x))}{E_t\big[exp(f(x))\big]} log(E_t(exp(f(x))))\bigg] = log(E_t(exp(f(x)))),$$ where $E_t$ is the expectation given information in $t$?
Thanks a lot for your help!
Is it true that: $$E_t\bigg[\dfrac{exp(f(x))}{E_t\big[exp(f(x))\big]} log(E_t(exp(f(x))))\bigg] = log(E_t(exp(f(x)))),$$ where $E_t$ is the expectation given information in $t$?
Thanks a lot for your help!
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