what is the highest order of a multivariate distribution? what type of distribution is a symmetric tensor? is there a higher order normal distribution what is a multivariate normal multivariate normal definition how to define multivariate normal distribution which tensor is the lowest of the multivariate normal distribution what would be the higher order generalization for a multivariate normal distribution? what is multivariate normal distribution which matrix is used only for a multivariate normal distribution? which is the strongest distribution that is described by a vector and a symmetric matrix? which distribution is the only that we can describe using only a vector and a symmetric positive definite matrix what is higher order normalization does a tensor matrix have a positive definite matrix which tensor has the highest probability of being the single least definite distribution what is the higher order generalization of a normal distribution what is the highest order distribution which is the strongest of the multivariate normal distributions? what is the highest order of a multivariate distribution which of the following is considered the lowest distribution