Random point (X,Y, Z) is uniformly distributed in the unit cub.
50084
Probability that a quadratic polynomial with random coefficients has real roots
99361
Sample a random rotation in $n$ dimensions
154706
Spacings between discrete uniform random variables
54002
Finding the distribution of the sum of three independent uniform random variables
86115
Generating uniform points inside an $m$-dimensional ball
28006
The minimum of two independent geometric random variables
75842
Quotient Distribution of Positive Independent Random Variables
38497
Probability that the convex hull of random points contains sphere's center
94794
proof that p-value is uniformly distributed when the null hypothesis is true
71301
Showing that Y has a uniform distribution if Y=F(X) where F is the cdf of continuous X
33731
Geometric mean of uniform variables
25056
Randomly packing spheres of fixed radius within a cube
136631
Generating random points uniformly on a disk
12508
Efficient way to generate random points with a predefined lower bound on their pairwise Euclidean distance
3198
How to randomly subset X% of selected points?
142325
Two independent geometric random variables - proof of sum
33214
Simulate a uniform distribution on a disc