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添加2,207字节 、 2025年7月27日 (日) 19:05
建立内容为“== 单位 == 北京师范大学系统科学学院,集智科学研究中心 == 教育背景 == 2022-至今,博士,北京师范大学,系统科学学院…”的新页面
== 单位 ==

北京师范大学系统科学学院,集智科学研究中心

== 教育背景 ==

2022-至今,博士,北京师范大学,系统科学学院,系统科学专业
2018-2022,本科,交通大学,数学与统计学院,统计学

== 研究兴趣 ==

统计学:生存分析,贝叶斯统计
系统科学:因果涌现,复杂网络

== 学术论文 ==

*Kaiwei Liu, Linli Pan, Zhipeng Wang, et al. SVD-based Causal Emergence for Gaussian Iterative Systems. arXiv:2502.08261, 2025

*Ruyi Tao, Kaiwei Liu, Xu Jing, et al. Predicting Company Growth by Econophysics informed Machine Learning. arXiv:2410.17587, 2024

*Mingzhe Yang, Zhipeng Wang, Kaiwei Liu, et al. Finding emergence in data by maximizing effective information. National Science Review, 2024, nwae279

*Kaiwei Liu, Bing Yuan, Jiang Zhang. An Exact Theory of Causal Emergence for Linear Stochastic Iteration Systems. Entropy, 2024, 26(8): 618

*Bing Yuan, Jiang Zhang, Aobo Lyu, et al. Emergence and Causality in Complex Systems: A Survey of Causal Emergence and Related Quantitative Studies. Entropy, 2024, 26(2024): 108

*Kaiwei Liu, Xing Lü, Fei Gao, et al. Expectation-Maximizing Network Reconstruction and Most Applicable Network Types Based on Binary Time Series Data. Physica D: Nonlinear Phenomena, 2023, 454(2023): 133834

*Jiang Zhang, Kaiwei Liu. Neural Information Squeezer for Causal Emergence. Entropy, 2022, 25(1): 25

*Kaiwei Liu, Yuxuan Zhang. The E-Bayesian Estimation and its E-MSE of Lomax distribution under different loss functions. arXiv:2209.05356, 2022

*Yuxuan Zhang , Kaiwei Liu, Wenhao Gui. Bayesian and E-Bayesian Estimations of Bathtub-Shaped Distribution under Generalized Type-I Hybrid Censoring. Entropy, 2021, 23(8): 934

*Kaiwei Liu, Yuxuan Zhang. The E-Bayesian Estimation for Lomax Distribution Based on Generalized Type-I Hybrid Censoring Scheme. Mathematical Problems in Engineering, 2021, 2021: 19


== 学术会议 ==

2024.05, 第八届中国系统科学大会,口头报告

== 导师及合作者 ==

张江,袁冰,崔鹏,吕兴,桂文豪

张宇轩,高飞,王志鹏,杨明哲,荣英淇,吕奥博,梁京昊,牟牧云,许菁,陶如意,潘琳莉
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