Expectation of $W(t)e^{\lambda aW(t)}$
134504
What is $\mathbb{E}[W(s)\mathrm{e}^{W(S)}]$ where W(S) is a standard Brownian Motion?
433
Problem about jointly continuous and linearity of expectation.
22085
Expectation of a function of a random variable from CDF
19471
Expectation of an absolute value of a normal random variate
23946
Prove the definitions of $e$ to be equivalent
93460
WLLN: can expectation exist but be infinite?
33054
Given a joint density function, what is the conditional expectation $E[Y|x]$?
75902
Expectation of $\frac{1}{x+1}$ of Poisson distribution
101762
Integral of Wiener Squared process
38839
Exponential of the differential operator
118195
How does one prove that $e$ exists?
60080
$E[e_te_s\Delta B_t\Delta B_s]$ for $\Delta B_t$ Brownian motion increments and $e_t(\omega)$ a measurable function.
73406
Prove that $E_{\lambda}(T)=E_{\lambda^{-1}}(T^{-1})$ if $T$ is an invertible linear operator on a finite dimensional vector space $V$
153669
Conditional expectation of a bivariate normal distribution
63682
Proving $E[X^4]=3σ^4$
63222
Expectation of the maximum of gaussian random variables
122603
How does $\mathcal E(\rho)=\mathrm{Tr}_{env}[U(\rho\otimes\rho_{env})U^\dagger]$ turn into $P_0\rho P_0+P_1\rho P_1$?