• Class of Random Walks on Half-line in Random Environments.

    一类随机环境中半直线可逗留随机游动

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  • Random Walk in Random Environments and the Operator Theory of M. C.

    随机环境中的随机游动M.C算子理论

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  • This paper studies the general theory of Markov chains in random environments.

    论文研究随机环境中马氏一般理论

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  • Some strong limit theorems for nonhomogenous markov chains in random environments;

    利用分析方法研究马氏环境中马氏若干极限定理

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  • The exist of invariant measure in coupling space of random environments is studied in this paper.

    本文研究了随机环境耦合空间上不变测度存在性问题,证明了一些存在定理。

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  • An exact formulation of the definition of branching processes in random environments (BPRE) is given.

    给定随机环境中分枝过程(BPRE)精确定义,讨论了有关的可测性问题和BPRE的基本性质。

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  • The law of large numbers for a class of random walks with resting state on line in random environments.

    一类随机环境可逗留随机游动一个大数定律

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  • Some relationships between Markov chains in random environments and jointly Markov chains are discussed.

    讨论了马氏随机环境中马氏链的关系

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  • Also, Diablo III builds on the random environments of the previous Diablo games by introducing a host of new ways to create random scripted events throughout the game.

    此外,《暗黑破坏神III》还前作基础强化了随机场景,新的系统让整个游戏过程中生成大量的随机事件环境

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  • The concept of weak recurrence for Markov chains in random environments is introduced, and a criterion for weak recurrence for Markov chains in random environments is obtained.

    随机环境马氏研究领域中,引入概念给出了弱常返性的判别准则,同时首次提出了弱一致瞬时性的概念。

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  • It reinforces the value of Random Password Manager to security-conscious enterprise environments.

    加强随机密码管理安全企业环境下价值

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  • The vague concept is explained by the random set and the contour function, and vague environments are explained with equality relation. Moreover, several examples are presented in the paper.

    从两个方面讨论模糊集合的语义,通过随机集合理论等高线函数对模糊概念进行了说明,利用等价关系理论对模糊环境进行说明,同时结合一些具体实例加以详细讨论。

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  • The vague concept is explained by the random set and the contour function, and vague environments are explained with equality relation. Moreover, several examples are presented in the paper.

    从两个方面讨论模糊集合的语义,通过随机集合理论等高线函数对模糊概念进行了说明,利用等价关系理论对模糊环境进行说明,同时结合一些具体实例加以详细讨论。

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