更改

<math>Q'_{kl}=\sum_{j\in B_l}Q^{ij},i\in B_k</math>

<math>Q'_{kl}=\sum_{j\in B_l}Q^{ij},i\in B_k</math>

强成块性确保了区块内状态的不可区分性，粗粒化过程严格保持瞬态与稳态分布。<ref name=":9">Lumpability for Uncertain Continuous-Time Markov Chains

强成块性确保了区块内状态的不可区分性，粗粒化过程严格保持瞬态与稳态分布<ref name=":9">Luca Cardelli and Radu Grosu and Kim G. Larsen and Mirco Tribastone and Max Tschaikowski and Andrea Vandin. Lumpability for Uncertain Continuous-Time Markov Chains. QEST, 2021, 391-409.</ref>。

．Springer Science & Business Media, 1999, 53-156.</ref>

@inproceedings{DBLP:conf/qest/CardelliGLTTV21,

<math>Q'_{kl}=\frac{\sum_{i\in B_k}\sum_{j\in B_l}\pi_i^{B_k}Q_{ij}}{\sum_{I\in B_k}\pi_i^{B_k}}</math>

  author={Luca Cardelli and Radu Grosu and Kim G. Larsen and Mirco Tribastone and Max Tschaikowski and Andrea Vandin},

 

  title={Lumpability for Uncertain Continuous-Time Markov Chains},

其中<math>\pi_i^{B_k}</math>为区块<math>B_k</math>内状态的准稳态分布，该方法在生物化学网络和通信协议中广泛应用<ref name=":10">Daria Stepanova, Helen M. Byrne, Philip K. Maini, and Tomás Alarcón. A Method to Coarse-Grain Multiagent Stochastic Systems with Regions of Multistability. Multiscale Model. Simul. 2022, 20(1):404-432.</ref>。

  year={2021},

  cdate={1609459200000},

  pages={391-409},

  url={https://doi.org/10.1007/978-3-030-85172-9_21},

  crossref={conf/qest/2021}

==参考文献==

==参考文献==

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