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Law of iterated expectation application $E\left\{ \frac{1}{E \left(Y|X \right)} \right\}$

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#probability #integration #expected-value #conditional-probability #conditional-expectation
35
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expectation on the inverse of norm-2 of complex Gaussian vector

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#probability-distributions #normal-distribution #expected-value #inverse
33
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fair allocation of vouchers (numbers added)

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#probability #expected-value
221
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Derivative of expected value

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#derivatives #random-variables #expected-value #dirac-delta #weak-derivatives
42
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Upper bounding the variance of a sum

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#probability #integration #probability-theory #expected-value #upper-lower-bounds
29
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Expected value of the product of two dependent discrete random variables

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#probability #random-variables #expected-value #covariance
22
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Question about the value of individual items given the value of an entire set

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#probability #statistics #summation #expected-value
157
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Expected value of $X_N$ with smallest index $N$ for which $\sum_{i=1}^N X_i$ exceeds $1$ when $X_i$ are uniformly distributed

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#probability #random-variables #expected-value #conditional-expectation
31
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Summation notation in an expectation formula

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#probability #summation #expected-value #random-walk #random
39
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PMF of Sum of Values Selected Without Replacement

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#probability #combinatorics #probability-distributions #expected-value #variance
71
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Derivative of $H(c)=\mathbb E[(c-X)\chi_{X\leq c}]$

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#derivatives #expected-value #weak-derivatives
27
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Sums of central moments for a Gaussian distribution with mean zero and standard deviation one

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#probability-distributions #normal-distribution #expected-value #cumulants
36
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Infinite sum $\sum_{t=c}^{n-1}(\frac{1}{t^2-1})$ as part of cardinal payoff variant

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#probability #sequences-and-series #expected-value #decision-theory
39
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Is it true that $E(h(X,Y,Z)=\iiint h(x,y,z)f(x,y)g(z)\, \mathrm dx\, \mathrm dy\, \mathrm dz$?

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#expected-value #independence #density-function
78
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Expected value of the exponential of a stopping time

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#stochastic-processes #expected-value #brownian-motion #martingales #stopping-times

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