Robust Quickest Change Detection for Unnormalized Models
Publication
, Conference
Wu, S; Diao, E; Banerjee, T; Ding, J; Tarokh, V
Published in: Proceedings of Machine Learning Research
January 1, 2023
Detecting an abrupt and persistent change in the underlying distribution of online data streams is an important problem in many applications. This paper proposes a new robust score-based algorithm called RSCUSUM, which can be applied to unnormalized models and addresses the issue of unknown post-change distributions. RSCUSUM replaces the Kullback-Leibler divergence with the Fisher divergence between pre- and post-change distributions for computational efficiency in unnormalized statistical models and introduces a notion of the “least favorable” distribution for robust change detection. The algorithm and its theoretical analysis are demonstrated through simulation studies.
Duke Scholars
Published In
Proceedings of Machine Learning Research
EISSN
2640-3498
Publication Date
January 1, 2023
Volume
216
Start / End Page
2314 / 2323
Citation
APA
Chicago
ICMJE
MLA
NLM
Wu, S., Diao, E., Banerjee, T., Ding, J., & Tarokh, V. (2023). Robust Quickest Change Detection for Unnormalized Models. In Proceedings of Machine Learning Research (Vol. 216, pp. 2314–2323).
Wu, S., E. Diao, T. Banerjee, J. Ding, and V. Tarokh. “Robust Quickest Change Detection for Unnormalized Models.” In Proceedings of Machine Learning Research, 216:2314–23, 2023.
Wu S, Diao E, Banerjee T, Ding J, Tarokh V. Robust Quickest Change Detection for Unnormalized Models. In: Proceedings of Machine Learning Research. 2023. p. 2314–23.
Wu, S., et al. “Robust Quickest Change Detection for Unnormalized Models.” Proceedings of Machine Learning Research, vol. 216, 2023, pp. 2314–23.
Wu S, Diao E, Banerjee T, Ding J, Tarokh V. Robust Quickest Change Detection for Unnormalized Models. Proceedings of Machine Learning Research. 2023. p. 2314–2323.
Published In
Proceedings of Machine Learning Research
EISSN
2640-3498
Publication Date
January 1, 2023
Volume
216
Start / End Page
2314 / 2323