example of process s.t. $X_t\sim Y_t$ for all $t$, but $(X_t)$ and $(Y_t)$ has not the same finite dimensional distribution
59256
Difference between Modification and Indistinguishable
50148
Real-life examples of common distributions
144359
A random variable that induces a $\sigma$-algebra the same as the one in the sample space
119481
Show t-distribution is close to normal distribution when df is large
143765
To Show that $\exp(tX)\exp(tY)= \exp(t(X+Y)) + (1/2)t^2[X, Y] +o(t^3)$
156679
$K[X,Y]/(XY-1)$ not isomorphic to $K[T]$
123132
Counterexample for a non-measurable function?
150076
Simulating the posterior of a Gaussian process
1969
Continuous probability distribution with no first moment but the characteristic function is differentiable
94662
Tower property of conditional expectation
90678
Generate t distributed random variable in matlab
81380
How fast does the sequence $y_t$ defined by $y_{t+1}=y_t(1-y_t)$ decay to zero?
40501
Why are these two random variables identically distributed?
52894
How to test if these two samples are from the same distribution?
23882
What are the chances of getting $K$ identical outcomes in a row in a series of $Y$ independent events?
75030
Law of large numbers for non-identically distributed Bernoulli random variables
136707
Show that if $X$ and $Y$ are independent with the same exponential distribution, then $Z= |X - Y|$ has the same exponential distribution