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  1. 马尔科夫遍历性是什么意思 遍历有什么意义? - 知乎

    aperiodic 状态要具有非周期性,也就是所有状态的出现不是单一过程的循环。 下图周期为2,你取2,4,6,8...的时间段去看,只能观测到一部分状态吧。

  2. Aperiodicity in markov chain - Cross Validated

    This means that, if one of the states in an irreducible Markov Chain is aperiodic, say, then all the remaining states are also aperiodic. Since, p(1) aa> 0 p a a (1)> 0, by the definition of …

  3. What is the definition of a aperiodic Markov chain?

    Oct 3, 2019 · I understand the definition of a state being aperiodic or periodic with period d. But what does it mean for a chain to be aperiodic / periodic with period d? Thanks.

  4. Intuitive explanation for periodicity in Markov chains

    Otherwise (k > 1), the state is said to be periodic with period k. A Markov chain is aperiodic if every state is aperiodic. My Explanation The term periodicity describes whether something (an …

  5. markov process - Identifying the communicating classes and …

    Identifying the communicating classes and stating whether they are period, aperiodic, recurrent or transient Ask Question Asked 13 years ago Modified 6 years, 9 months ago

  6. stationarity - What are the requirements for a Markov chain to …

    Aug 5, 2021 · Aperiodic, Ergodic, and Stationary are all related. However, a MC does not need to be Aperiodic or Ergodic to be Stationary. Stationary simply means what it seems to mean-- the …

  7. 马尔科夫链的非周期性到底有什么含义? - 知乎

    一种直观情况:如果有正整数d,d>1,只有当n=d,2d,3d,…时,有p (n)ij>0 ,则状态i为周期性的状态,周期为d。 该祭出题主所说 不直观 的定义了:若集合 {n: n≥1, pii > 0}非空,则称它 …

  8. aperiodic property and the existence of limiting or stationary ...

    Dec 1, 2021 · Given a Markov chain, what are the relationship between the property of aperiodic and the existence of stationary distribution or limiting distribution? Moreover, if a Markov chain …

  9. 如何评价IJCAI 2025的审稿情况? - 知乎

    20. DualCast: A Model to Disentangle Aperiodic Events from Traffic Series 21. DASS: A Dual-Branch Attention-based Framework for Trajectory Similarity Learning with Spatial and …

  10. Determining aperiodicity of markov chain - Cross Validated

    The characterization of aperiodicity given by Exercise 2.8 here basically says a chain is aperiodic if and only if there isn't a capturing state. This is a moot point, since I think you can do this …