Application of Lehmann–Scheffé theorem in a sample with normal distribution
1958
Show that Statistic is complete
9665
Proof of the independence of the sample mean and sample variance
33407
Fisher's Information for Laplace distribution
76745
Obtaining marginal distributions from the bivariate normal
117207
The distribution of the product of Gaussian variable and Rademacher variable.
94058
Applying the Berry-Esseen theorem to non-identically distributed summands
152388
Kolmogorov-Smirnov for Pareto distribution on sample
9006
Normal approximation to the Poisson distribution
42345
Degrees of freedom in theoretical sample variance (for use in F-distribution)
39264
Range of values of skewness and kurtosis for normal distribution
44892
Marginal, joint, and conditional distributions of a multivariate normal
27019
Test fit of discrete data distribution to normal distribution
77774
Distribution of sums and differences of n correlated normal random variables
31500
Distribution of the sum of squared independent normal random variables.
46938
Critical region for testing a hypothesis with exponential data.
130280
Find the Distribution that corresponds to the given MGF
78936
Constructing a continuous distribution to match $m$ moments