The definitions of φ-mixing etc. have been given by William F. Stout in his book 《Almost Sure Convergence》. Theorem 1 Tailevents of a sequence {X_n,n≥1}of weak φ-mixing have probability zero and one. Corollary Ta...The definitions of φ-mixing etc. have been given by William F. Stout in his book 《Almost Sure Convergence》. Theorem 1 Tailevents of a sequence {X_n,n≥1}of weak φ-mixing have probability zero and one. Corollary Tail functions of a weak φ-mixing are degenerate, that is a. s.constant C.展开更多
文摘The definitions of φ-mixing etc. have been given by William F. Stout in his book 《Almost Sure Convergence》. Theorem 1 Tailevents of a sequence {X_n,n≥1}of weak φ-mixing have probability zero and one. Corollary Tail functions of a weak φ-mixing are degenerate, that is a. s.constant C.
