Rare-Event Detection by Quasi-Wang-Landau Monte Carlo Sampling with Approximate Bayesian Computation

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초록

We propose a new rare-event detection method based on quasi-Wang-Landau Monte Carlo (QWLMC) sampling with approximate Bayesian computation (ABC) called QWLMC-ABC. QWLMC-ABC integrates ABC and a Halton sequence into Wang-Landau Monte Carlo (WLMC) sampling methods. The Halton sequence provides an improved proposal function and increases the accuracy of WLMC sampling, which results in QWLMC sampling. ABC approximates a likelihood function and boosts the speed of QWLMC sampling, which yields QWLMC-ABC. QWLMC-ABC is applied to estimate the rareness of events in a statistical manner. Experimental results demonstrate that our method is comparable to state-of-the-art methods. Compared with sampling-based approaches including WLMC and QWLMC sampling, QWLMC-ABC localizes rare events at a fraction of the computation time.

키워드

Rare-event detection; Wang-Landau Monte Carlo; Approximate Bayesian computation; Halton sequence; ANOMALY DETECTION; TRACKING; LOCALIZATION; MOTION
제목
Rare-Event Detection by Quasi-Wang-Landau Monte Carlo Sampling with Approximate Bayesian Computation
저자
Kwon, Junseok
DOI
10.1007/s10851-019-00906-y
발행일
2019-11
유형
Article
저널명
Journal of Mathematical Imaging and Vision
권
61
호
9
페이지
1258 ~ 1275