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Sequential multiple importance sampling for multi-modal Bayesian inference

delete2026-01-12
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PRE
AI
B
Binbin Li
X
Xiao He
Z
Zihan Liao *
DOI:10.1016/j.ymssp.2025.113788delete
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Abstract

Abstract

En 中文
• Propose a new form of proposal distribution bridging prior and posterior distributions. • Proposal distributions are determined sequentially and adaptively from samples. • Proposal distributions allow easier transition between isolated modes. • Improve accuracy in high-dimensional and multi-modal Bayesian inference. • Compared with two advanced algorithms on benchmarks and model updating.

Journal

Mechanical Systems and Signal Processing cover
Mechanical Systems and Signal Processing
IF:
8.9
Papers:
1.3W
Citations:
6.6W

Organization

Z
Zhejiang University
Scholars:
1.5W
Papers: 5.2K
Citations: 17.8W
Cited Papers

Cited Papers

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Generalized Multiple Importance Sampling
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On the convergence of adaptive sequential Monte Carlo methods
err2016-04-01
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errAlexandros Beskos; Ajay Jasra; Nikolas Kantas; Alexandre Thiery
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Variable Kernel Density Estimation
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errGeorge R. Terrell; David W. Scott
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Bayesian updating with subset simulation using artificial neural networks
err2017-06-01
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PREAI
errGiovanis, Dimitris G.; Papaioannou, Iason; Straub, Daniel; Papadopoulos, Vissarion
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Sequential importance sampling for structural reliability analysis
err2016-09-01
err171
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errPapaioannou, Iason; Papadimitriou, Costas; Straub, Daniel
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