Gaussian particle filtering
University of Wisconsin–Madison · State University of New York · +1 more institution
Abstract
Sequential Bayesian estimation for nonlinear dynamic state-space models involves recursive estimation of filtering and predictive distributions of unobserved time varying signals based on noisy observations. This paper introduces a new filter called the Gaussian particle filter. It is based on the particle filtering concept, and it approximates the posterior distributions by single Gaussians, similar to Gaussian filters like the extended Kalman filter and its variants. It is shown that under the Gaussianity assumption, the Gaussian particle filter is asymptotically optimal in the number of particles and, hence, has much-improved performance and versatility over other Gaussian filters, especially when…
Citation impact
- FWCI
- 25.28
- Percentile
- 100%
- References
- 35
Authors
2Topics & keywords
- Particle filter
- Gaussian
- Ensemble Kalman filter
- Kalman filter
- Gaussian filter
- Algorithm
- Gaussian random field
- Auxiliary particle filter