In this paper, we prove the ergodic theorem of a stationary set valued stochastic process by the representation theorem.
本文作为平稳集值随机过程的表示定理的应用，证明了平稳集值随机过程的遍历性定理。
The most plausible operatorial generalization of result of preceding paragraph is known as the "mean ergodic theorem for unitary operators. ""
前段结果可以推广到算子去，其中最近情近理的推广是“单算子的平均遍历定理”。
Applying fixed points theorem, we give the sufficient conditions of the existence of positive ergodic solutions for a class of infinite nonlinear integral equations.
利用不动点理论，给出了一类非线性积分方程正的遍历解存在的充分条件。
In view of joint source-channel coding, a joint coding theorem for ergodic discrete source and discrete memoryless channel is presented.
以联合编码的观点讨论了离散平稳各态历经信源及离散无记忆信道的联合编码系统实现无失真可靠通信的充要条件。
In view of joint source-channel coding, a joint coding theorem for ergodic discrete source and discrete memoryless channel is presented.
以联合编码的观点讨论了离散平稳各态历经信源及离散无记忆信道的联合编码系统实现无失真可靠通信的充要条件。
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