摘要

Let (X(n)) be a sequence of d-dimensional stationary Gaussian vectors, and let M(n) denote the partial maxima of {X(k), 1 <= k <= n}. Suppose that there are missing data in each component of X(k) and let (M) over tilde (n) denote the partial maxima of the observed variables. In this note, we study two kinds of asymptotic distributions of the random vector ((M) over tilde (n), M(n)) where the correlation and cross-correlation satisfy some dependence conditions.