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Mar
10
accepted Sufficient conditions on $F$ to be able to switch the limit.
Mar
10
comment Sufficient conditions on $F$ to be able to switch the limit.
That's true. Actually my $F$ is non-decreasing so it should be good.
Mar
9
comment Sufficient conditions on $F$ to be able to switch the limit.
You are right, thanks. One more question: if one knows $F(0,y)=0$ for all $y$, then is the above discussion sufficient to conclude $F_2(0,b)=0$?
Mar
9
asked Sufficient conditions on $F$ to be able to switch the limit.
Mar
3
accepted How to show the following about expectations
Mar
2
comment How to show the following about expectations
Can I pull out a $Z$ outside of the inner expectation? I think I can, since $Z$ is $\mathcal{M}_2$-measurable.
Mar
2
comment How to show the following about expectations
@saz I observe that the condition involving $I_A$ is the definition of a conditional expectation.
Mar
2
comment How to show the following about expectations
@StefanHansen I get stuck in second guessing whether that is the right thing to do.
Mar
2
asked How to show the following about expectations
Feb
4
accepted Question about “integrable” random variable
Jan
31
revised Repeated coin flips probability
edited body
Jan
31
accepted Does the Strong Law of Large Numbers imply the following?
Jan
30
asked Question about “integrable” random variable
Jan
28
asked Does the Strong Law of Large Numbers imply the following?
Jan
22
accepted derivative of a function has only 2nd kind discontinuities
Jan
22
asked derivative of a function has only 2nd kind discontinuities
Dec
15
accepted Does the sequence $f\chi_{E_n^c}$ converge pointwise to $f$ if the measure of $E_n$ tends to zero?
Dec
14
revised Does the sequence $f\chi_{E_n^c}$ converge pointwise to $f$ if the measure of $E_n$ tends to zero?
added 18 characters in body
Dec
14
asked Does the sequence $f\chi_{E_n^c}$ converge pointwise to $f$ if the measure of $E_n$ tends to zero?
Nov
24
accepted Convergence in Distribution