A) Only the standard Laplace distribution B) The Laplace distribution and the asymmetric Laplace distribution to multiple variables C) Univariate uniform distributions D) The normal distribution to multiple variables
A) Normal distributions B) Laplace distributions C) Asymmetric Laplace distributions D) Uniform distributions
A) Asymmetric Laplace distributions B) Standard normal distributions C) Exponential distributions D) Symmetric Laplace distributions
A) The standard deviation vector B) The vector of means for each variable C) The correlation coefficient D) The covariance matrix
A) The vector of means B) The dimension parameter C) The covariance matrix D) The modified Bessel function
A) They are not independent B) They have zero variance C) They are independent D) They become uniformly distributed
A) It is spherical only B) It is linear C) It is rectangular D) It is elliptical
A) The correlation coefficient B) The mean vector C) The standard deviation D) The dimension of the distribution
A) The modified Bessel function of the second kind B) The standard normal cumulative distribution function C) The characteristic function D) The gamma function
A) One B) Zero C) mu D) Sigma
A) Sigma B) Sigma + mu' mu C) mu' mu D) Sigma squared
A) Sigma = mu B) mu = 1 C) mu = 0 D) Sigma = 0
A) mu B) Sigma C) v D) k
A) W * Y + mu B) sqrt(W * Y) + mu C) W * sqrt(Y) + W * mu D) sqrt(W) * Y + W * mu
A) k B) Y C) W D) v |