On non-degenerate probability distributions in the space$l_p(1\le p<\infty)$
Abstract
The definition of non-degeneracy of a probability distribution $\mu$ , in the spacе $l_p(1\le p<\infty)$ is given and some properties of a non-degenerate $\mu$ are proved in the following two cases: 1. $\mu$ has the covariance operator, 2. $\mu$ is a normal distribution.
Submission history
[v1] 1966