摘要
The definition of n-parameter infinite-dimensional (r, δ) -Ornstein-Uhlenbeck process {X_t (·)}((r,δ)-OUP_n~∞ for short) is given. The absolute continuity of distribution μ_t of X_t(·) and the limit of X_t(·) when |t|→∞ is discussed.
The definition ofn-parameter infinite-dimensional (r, δ)-Ornstein-Uhlenbeck process {Xt (·)} ((r, δ)-OUP n t8 for short) is given. The absolute continuity of distribution μt, ofX t (·) and the limit of Xt (·) when |t |→ ∞ is discussed.
