New posts in probability-distributions

Let $X$ have the exponential distribution with $\lambda=2$ Find the density function of the random variable $Y=\ln(X)$

Finding a CDF given a PDF

Is my proof for $Y_n \overset{\text{$\Bbb P$}}\longrightarrow Y$ correct ? Expected Value and Variance are given

How do you calculate the expected value of geometric distribution without diffrentiation?

Why does the Cauchy distribution have no mean if it's symmetric around 0?

Can sum of two random variables be uniformly distributed

moment-generating function of the chi-square distribution

If $X$ and $Y$ are independent random variables, with $Z = \min(X,Y),$ prove that $Z^2\sim\chi^2(1),$

Expected value of order statistics from uniform distribution

Find the Fisher Information of $X\sim{\rm Poisson}(\mu)$

Showing that the sample mean and variance are independent by showing two distribution are the same

Limit of Multivariate Probability Density Function as one or more or all variables approach positive or negative infinity

A stick of length 1 is broken in a random place that is U(0, 1). Let X be the length of the longer piece and let Y be the length of the shorter piece.

Help with a Bollobás proof - Switching between random graph models

If $x$, $y$, $z$ are selected independently uniformly from $[0, 1]$, compute the probability that $x \ge yz$

Is Entropy = Information circular or trivial?

If $X,Y,Z$ are iid unif[0,1], then $(XY)^Z \sim \text{unif}[0,1]$. [duplicate]

Understanding the distribution of the minimum of two exponential random variables

Trouble with Convolution of Random Variables [closed]

arctan of ratio of two normal variables is uniform